{"id":29477,"date":"2018-02-20T23:50:30","date_gmt":"2018-02-20T23:50:30","guid":{"rendered":"https:\/\/writemyessayfree.com\/future-value-of-a-sum-2"},"modified":"2017-08-12T07:43:59","modified_gmt":"2017-08-12T07:43:59","slug":"future-value-of-a-sum-2","status":"publish","type":"post","link":"https:\/\/www.benedictsol.com\/blogs\/future-value-of-a-sum-2\/","title":{"rendered":"FUTURE VALUE OF A SUM"},"content":{"rendered":"<div class=\"mkdf-post-text-inner clearfix\">\n &#8216;<br \/>\n  &#8216;<br \/>\n   <PROFFESIONALS COURSEWORK ASSISTANCE2017-02-20\">February 20, 2017<\/time>\n  <\/div>\n<p>  <'\"><br \/>\n   <a =\"#\" class=\"mkdf-like\" id=\"mkdf-like-5938-930\" title=\"Like this\"><i class=\"icon_heart\"><\/i><span>0<\/span><\/a>\n  <\/div>\n<div class=\"mkdf-post-info-comments-holder mkdf-post-info-item\">\n   <a class=\"mkdf-post-info-comments\" =\"\/future-value-of-a-sum\/#respond\"> <span class=\"mkdf-post-info-comments-icon\"> <span aria-hidden=\"true\" class=\"mkdf-icon-font-elegant icon_comment \"><\/span> <\/span> <span itemprop=\"commentCount\">0<\/span> <\/a>\n  <\/div>\n<div class=\"mkdf-post-info-category mkdf-post-info-item\">\n   <span aria-hidden=\"true\" class=\"icon_tags\"><\/span><br \/>\n   <a =\"\/category\/Services\/\" rel=\"category tag\">Services<\/a>\n  <\/div>\n<\/p><\/div>\n<h2 itemprop=\"headline\" class=\"mkdf-post-title\"> FUTURE VALUE OF A SUM<\/h2>\n<p> FUTURE VALUE OF 1 TABLE. Contains the amounts to which 1 will accumulate if deposited now at a specified rate and left for a specified number of periods (Table 6.1).<br \/> Table6.1FUTURE VALUE OF 1 (FUTURE VALUE OF A SUM)<br \/> FVFn,i=(1+i)n<br \/> (n) Periods<br \/> 2%<br \/> 2?%<br \/> 3%<br \/> 4%<br \/> 5%<br \/> 6%<br \/> 1<br \/> 1.02000<br \/> 1.02500<br \/> 1.03000<br \/> 1.04000<br \/> 1.05000<br \/> 1.06000<br \/> 2<br \/> 1.04040<br \/> 1.05063<br \/> 1.06090<br \/> 1.08160<br \/> 1.10250<br \/> 1.12360<br \/> 3<br \/> 1.06121<br \/> 1.07689<br \/> 1.09273<br \/> 1.12486<br \/> 1.15763<br \/> 1.19102<br \/> 4<br \/> 1.08243<br \/> 1.10381<br \/> 1.12551<br \/> 1.16986<br \/> 1.21551<br \/> 1.26248<br \/> 5<br \/> 1.10408<br \/> 1.13141<br \/> 1.15927<br \/> 1.21665<br \/> 1.27628<br \/> 1.33823<br \/> 6<br \/> 1.12616<br \/> 1.15969<br \/> 1.19405<br \/> 1.26532<br \/> 1.34010<br \/> 1.41852<br \/> 7<br \/> 1.14869<br \/> 1.18869<br \/> 1.22987<br \/> 1.31593<br \/> 1.40710<br \/> 1.50363<br \/> 8<br \/> 1.17166<br \/> 1.21840<br \/> 1.26677<br \/> 1.36857<br \/> 1.47746<br \/> 1.59385<br \/> 9<br \/> 1.19509<br \/> 1.24886<br \/> 1.30477<br \/> 1.42331<br \/> 1.55133<br \/> 1.68948<br \/> 10<br \/> 1.21899<br \/> 1.28008<br \/> 1.34392<br \/> 1.48024<br \/> 1.62889<br \/> 1.79085<br \/> 11<br \/> 1.24337<br \/> 1.31209<br \/> 1.38423<br \/> 1.53945<br \/> 1.71034<br \/> 1.89830<br \/> 12<br \/> 1.26824<br \/> 1.34489<br \/> 1.42576<br \/> 1.60103<br \/> 1.79586<br \/> 2.01220<br \/> 13<br \/> 1.29361<br \/> 1.37851<br \/> 1.46853<br \/> 1.66507<br \/> 1.88565<br \/> 2.13293<br \/> 14<br \/> 1.31948<br \/> 1.41297<br \/> 1.51259<br \/> 1.73168<br \/> 1.97993<br \/> 2.26090<br \/> 15<br \/> 1.34587<br \/> 1.44830<br \/> 1.55797<br \/> 1.80094<br \/> 2.07893<br \/> 2.39656<br \/> 16<br \/> 1.37279<br \/> 1.48451<br \/> 1.60471<br \/> 1.87298<br \/> 2.18287<br \/> 2.54035<br \/> 17<br \/> 1.40024<br \/> 1.52162<br \/> 1.65285<br \/> 1.94790<br \/> 2.29202<br \/> 2.69277<br \/> 18<br \/> 1.42825<br \/> 1.55966<br \/> 1.70243<br \/> 2.02582<br \/> 2.40662<br \/> 2.85434<br \/> 19<br \/> 1.45681<br \/> 1.59865<br \/> 1.75351<br \/> 2.10685<br \/> 2.52695<br \/> 3.02560<br \/> 20<br \/> 1.48595<br \/> 1.63862<br \/> 1.80611<br \/> 2.19112<br \/> 2.65330<br \/> 3.20714<br \/> 21<br \/> 1.51567<br \/> 1.67958<br \/> 1.86029<br \/> 2.27877<br \/> 2.78596<br \/> 3.39956<br \/> 22<br \/> 1.54598<br \/> 1.72157<br \/> 1.91610<br \/> 2.36992<br \/> 2.92526<br \/> 3.60354<br \/> 23<br \/> 1.57690<br \/> 1.76461<br \/> 1.97359<br \/> 2.46472<br \/> 3.07152<br \/> 3.81975<br \/> 24<br \/> 1.60844<br \/> 1.80873<br \/> 2.03279<br \/> 2.56330<br \/> 3.22510<br \/> 4.04893<br \/> 25<br \/> 1.64061<br \/> 1.85394<br \/> 2.09378<br \/> 2.66584<br \/> 3.38635<br \/> 4.29187<br \/> 26<br \/> 1.67342<br \/> 1.90029<br \/> 2.15659<br \/> 2.77247<br \/> 3.55567<br \/> 4.54938<br \/> 27<br \/> 1.70689<br \/> 1.94780<br \/> 2.22129<br \/> 2.88337<br \/> 3.73346<br \/> 4.82235<br \/> 28<br \/> 1.74102<br \/> 1.99650<br \/> 2.28793<br \/> 2.99870<br \/> 3.92013<br \/> 5.11169<br \/> 29<br \/> 1.77584<br \/> 2.04641<br \/> 2.35657<br \/> 3.11865<br \/> 4.11614<br \/> 5.41839<br \/> 30<br \/> 1.81136<br \/> 2.09757<br \/> 2.42726<br \/> 3.24340<br \/> 4.32194<br \/> 5.74349<br \/> 31<br \/> 1.84759<br \/> 2.15001<br \/> 2.50008<br \/> 3.37313<br \/> 4.53804<br \/> 6.08810<br \/> 32<br \/> 1.88454<br \/> 2.20376<br \/> 2.57508<br \/> 3.50806<br \/> 4.76494<br \/> 6.45339<br \/> 33<br \/> 1.92223<br \/> 2.25885<br \/> 2.65234<br \/> 3.64838<br \/> 5.00319<br \/> 6.84059<br \/> 34<br \/> 1.96068<br \/> 2.31532<br \/> 2.73191<br \/> 3.79432<br \/> 5.25335<br \/> 7.25103<br \/> 35<br \/> 1.99989<br \/> 2.37321<br \/> 2.81386<br \/> 3.94609<br \/> 5.51602<br \/> 7.68609<br \/> 36<br \/> 2.03989<br \/> 2.43254<br \/> 2.89828<br \/> 4.10393<br \/> 5.79182<br \/> 8.14725<br \/> 37<br \/> 2.08069<br \/> 2.49335<br \/> 2.98523<br \/> 4.26809<br \/> 6.08141<br \/> 8.63609<br \/> 38<br \/> 2.12230<br \/> 2.55568<br \/> 3.07478<br \/> 4.43881<br \/> 6.38548<br \/> 9.15425<br \/> 39<br \/> 2.16474<br \/> 2.61957<br \/> 3.16703<br \/> 4.61637<br \/> 6.70475<br \/> 9.70351<br \/> 40<br \/> 2.20804<br \/> 2.68506<br \/> 3.26204<br \/> 4.80102<br \/> 7.03999<br \/> 10.28572<br \/> 8%<br \/> 9%<br \/> 10%<br \/> 11%<br \/> 12%<br \/> 15%<br \/> (n) Periods<br \/> 1.08000<br \/> 1.09000<br \/> 1.10000<br \/> 1.11000<br \/> 1.12000<br \/> 1.15000<br \/> 1<br \/> 1.16640<br \/> 1.18810<br \/> 1.21000<br \/> 1.23210<br \/> 1.25440<br \/> 1.32250<br \/> 2<br \/> 1.25971<br \/> 1.29503<br \/> 1.33100<br \/> 1.36763<br \/> 1.40493<br \/> 1.52088<br \/> 3<br \/> 1.36049<br \/> 1.41158<br \/> 1.46410<br \/> 1.51807<br \/> 1.57352<br \/> 1.74901<br \/> 4<br \/> 1.46933<br \/> 1.53862<br \/> 1.61051<br \/> 1.68506<br \/> 1.76234<br \/> 2.01136<br \/> 5<br \/> 1.58687<br \/> 1.67710<br \/> 1.77156<br \/> 1.87041<br \/> 1.97382<br \/> 2.31306<br \/> 6<br \/> 1.71382<br \/> 1.82804<br \/> 1.94872<br \/> 2.07616<br \/> 2.21068<br \/> 2.66002<br \/> 7<br \/> 1.85093<br \/> 1.99256<br \/> 2.14359<br \/> 2.30454<br \/> 2.47596<br \/> 3.05902<br \/> 8<br \/> 1.99900<br \/> 2.17189<br \/> 2.35795<br \/> 2.55803<br \/> 2.77308<br \/> 3.51788<br \/> 9<br \/> 2.15892<br \/> 2.36736<br \/> 2.59374<br \/> 2.83942<br \/> 3.10585<br \/> 4.04556<br \/> 10<br \/> 2.33164<br \/> 2.58043<br \/> 2.85312<br \/> 3.15176<br \/> 3.47855<br \/> 4.65239<br \/> 11<br \/> 2.51817<br \/> 2.81267<br \/> 3.13843<br \/> 3.49845<br \/> 3.89598<br \/> 5.35025<br \/> 12<br \/> 2.71962<br \/> 3.06581<br \/> 3.45227<br \/> 3.88328<br \/> 4.36349<br \/> 6.15279<br \/> 13<br \/> 2.93719<br \/> 3.34173<br \/> 3.79750<br \/> 4.31044<br \/> 4.88711<br \/> 7.07571<br \/> 14<br \/> 3.17217<br \/> 3.64248<br \/> 4.17725<br \/> 4.78459<br \/> 5.47357<br \/> 8.13706<br \/> 15<br \/> 3.42594<br \/> 3.97031<br \/> 4.59497<br \/> 5.31089<br \/> 6.13039<br \/> 9.35762<br \/> 16<br \/> 3.70002<br \/> 4.32763<br \/> 5.05447<br \/> 5.89509<br \/> 6.86604<br \/> 10.76126<br \/> 17<br \/> 3.99602<br \/> 4.71712<br \/> 5.55992<br \/> 6.54355<br \/> 7.68997<br \/> 12.37545<br \/> 18<br \/> 4.31570<br \/> 5.14166<br \/> 6.11591<br \/> 7.26334<br \/> 8.61276<br \/> 14.23177<br \/> 19<br \/> 4.66096<br \/> 5.60441<br \/> 6.72750<br \/> 8.06231<br \/> 9.64629<br \/> 16.36654<br \/> 20<br \/> 5.03383<br \/> 6.10881<br \/> 7.40025<br \/> 8.94917<br \/> 10.80385<br \/> 18.82152<br \/> 21<br \/> 5.43654<br \/> 6.65860<br \/> 8.14028<br \/> 9.93357<br \/> 12.10031<br \/> 21.64475<br \/> 22<br \/> 5.87146<br \/> 7.25787<br \/> 8.95430<br \/> 11.02627<br \/> 13.55235<br \/> 24.89146<br \/> 23<br \/> 6.34118<br \/> 7.91108<br \/> 9.84973<br \/> 12.23916<br \/> 15.17863<br \/> 28.62518<br \/> 24<br \/> 6.84847<br \/> 8.62308<br \/> 10.83471<br \/> 13.58546<br \/> 17.00000<br \/> 32.91895<br \/> 25<br \/> 7.39635<br \/> 9.39916<br \/> 11.91818<br \/> 15.07986<br \/> 19.04007<br \/> 37.85680<br \/> 26<br \/> 7.98806<br \/> 10.24508<br \/> 13.10999<br \/> 16.73865<br \/> 21.32488<br \/> 43.53532<br \/> 27<br \/> 8.62711<br \/> 11.16714<br \/> 14.42099<br \/> 18.57990<br \/> 23.88387<br \/> 50.06561<br \/> 28<br \/> 9.31727<br \/> 12.17218<br \/> 15.86309<br \/> 20.62369<br \/> 26.74993<br \/> 57.57545<br \/> 29<br \/> 10.06266<br \/> 13.26768<br \/> 17.44940<br \/> 22.89230<br \/> 29.95992<br \/> 66.21177<br \/> 30<br \/> 10.86767<br \/> 14.46177<br \/> 19.19434<br \/> 25.41045<br \/> 33.55511<br \/> 76.14354<br \/> 31<br \/> 11.73708<br \/> 15.76333<br \/> 21.11378<br \/> 28.20560<br \/> 37.58173<br \/> 87.56507<br \/> 32<br \/> 12.67605<br \/> 17.18203<br \/> 23.22515<br \/> 31.30821<br \/> 42.09153<br \/> 100.69983<br \/> 33<br \/> 13.69013<br \/> 18.72841<br \/> 25.54767<br \/> 34.75212<br \/> 47.14252<br \/> 115.80480<br \/> 34<br \/> 14.78534<br \/> 20.41397<br \/> 28.10244<br \/> 38.57485<br \/> 52.79962<br \/> 133.17552<br \/> 35<br \/> 15.96817<br \/> 22.25123<br \/> 30.91268<br \/> 42.81808<br \/> 59.13557<br \/> 153.15185<br \/> 36<br \/> 17.24563<br \/> 24.25384<br \/> 34.00395<br \/> 47.52807<br \/> 66.23184<br \/> 176.12463<br \/> 37<br \/> 18.62528<br \/> 26.43668<br \/> 37.40434<br \/> 52.75616<br \/> 74.17966<br \/> 202.54332<br \/> 38<br \/> 20.11530<br \/> 28.81598<br \/> 41.14479<br \/> 58.55934<br \/> 83.08122<br \/> 232.92482<br \/> 39<br \/> 21.72452<br \/> 31.40942<br \/> 45.25926<br \/> 65.00087<br \/> 93.05097<br \/> 267.86355<br \/> 40<br \/> 2.PRESENT VALUE OF 1 TABLE. Contains the amounts that must be deposited now at a specified rate of interest to equal 1 at the end of a specified number of periods (Table 6.2).<br \/> Table6.2PRESENT VALUE OF 1 (PRESENT VALUE OF A SINGLE SUM)<br \/> PVFn,i=1(1+i)n=(1+i)-n<br \/> (n) Periods<br \/> 2%<br \/> 2?%<br \/> 3%<br \/> 4%<br \/> 5%<br \/> 6%<br \/> 1<br \/> .98039<br \/> .97561<br \/> .97087<br \/> .96154<br \/> .95238<br \/> .94340<br \/> 2<br \/> .96117<br \/> .95181<br \/> .94260<br \/> .92456<br \/> .90703<br \/> .89000<br \/> 3<br \/> .94232<br \/> .92860<br \/> .91514<br \/> .88900<br \/> .86384<br \/> .83962<br \/> 4<br \/> .92385<br \/> .90595<br \/> .88849<br \/> .85480<br \/> .82270<br \/> .79209<br \/> 5<br \/> .90573<br \/> .88385<br \/> .86261<br \/> .82193<br \/> .78353<br \/> .74726<br \/> 6<br \/> .88797<br \/> .86230<br \/> .83748<br \/> .79031<br \/> .74622<br \/> .70496<br \/> 7<br \/> .87056<br \/> .84127<br \/> .81309<br \/> .75992<br \/> .71068<br \/> .66506<br \/> 8<br \/> .85349<br \/> .82075<br \/> .78941<br \/> .73069<br \/> .67684<br \/> .62741<br \/> 9<br \/> .83676<br \/> .80073<br \/> .76642<br \/> .70259<br \/> .64461<br \/> .59190<br \/> 10<br \/> .82035<br \/> .78120<br \/> .74409<br \/> .67556<br \/> .61391<br \/> .55839<br \/> 11<br \/> .80426<br \/> .76214<br \/> .72242<br \/> .64958<br \/> .58468<br \/> .52679<br \/> 12<br \/> .78849<br \/> .74356<br \/> .70138<br \/> .62460<br \/> .55684<br \/> .49697<br \/> 13<br \/> .77303<br \/> .72542<br \/> .68095<br \/> .60057<br \/> .53032<br \/> .46884<br \/> 14<br \/> .75788<br \/> .70773<br \/> .66112<br \/> .57748<br \/> .50507<br \/> .44230<br \/> 15<br \/> .74301<br \/> .69047<br \/> .64186<br \/> .55526<br \/> .48102<br \/> .41727<br \/> 16<br \/> .72845<br \/> .67362<br \/> .62317<br \/> .53391<br \/> .45811<br \/> .39365<br \/> 17<br \/> .71416<br \/> .65720<br \/> .60502<br \/> .51337<br \/> .43630<br \/> .37136<br \/> 18<br \/> .70016<br \/> .64117<br \/> .58739<br \/> .49363<br \/> .41552<br \/> .35034<br \/> 19<br \/> .68643<br \/> .62553<br \/> .57029<br \/> .47464<br \/> .39573<br \/> .33051<br \/> 20<br \/> .67297<br \/> .61027<br \/> .55368<br \/> .45639<br \/> .37689<br \/> .31180<br \/> 21<br \/> .65978<br \/> .59539<br \/> .53755<br \/> .43883<br \/> .35894<br \/> .29416<br \/> 22<br \/> .64684<br \/> .58086<br \/> .52189<br \/> .42196<br \/> .34185<br \/> .27751<br \/> 23<br \/> .63416<br \/> .56670<br \/> .50669<br \/> .40573<br \/> .32557<br \/> .26180<br \/> 24<br \/> .62172<br \/> .55288<br \/> .49193<br \/> .39012<br \/> .31007<br \/> .24698<br \/> 25<br \/> .60953<br \/> .53939<br \/> .47761<br \/> .37512<br \/> .29530<br \/> .23300<br \/> 26<br \/> .59758<br \/> .52623<br \/> .46369<br \/> .36069<br \/> .28124<br \/> .21981<br \/> 27<br \/> .58586<br \/> .51340<br \/> .45019<br \/> .34682<br \/> .26785<br \/> .20737<br \/> 28<br \/> .57437<br \/> .50088<br \/> .43708<br \/> .33348<br \/> .25509<br \/> .19563<br \/> 29<br \/> .56311<br \/> .48866<br \/> .42435<br \/> .32065<br \/> .24295<br \/> .18456<br \/> 30<br \/> .55207<br \/> .47674<br \/> .41199<br \/> .30832<br \/> .23138<br \/> .17411<br \/> 31<br \/> .54125<br \/> .46511<br \/> .39999<br \/> .29646<br \/> .22036<br \/> .16425<br \/> 32<br \/> .53063<br \/> .45377<br \/> .38834<br \/> .28506<br \/> .20987<br \/> .15496<br \/> 33<br \/> .52023<br \/> .44270<br \/> .37703<br \/> .27409<br \/> .19987<br \/> .14619<br \/> 34<br \/> .51003<br \/> .43191<br \/> .36604<br \/> .26355<br \/> .19035<br \/> .13791<br \/> 35<br \/> .50003<br \/> .42137<br \/> .35538<br \/> .25342<br \/> .18129<br \/> .13011<br \/> 36<br \/> .49022<br \/> .41109<br \/> .34503<br \/> .24367<br \/> .17266<br \/> .12274<br \/> 37<br \/> .48061<br \/> .40107<br \/> .33498<br \/> .23430<br \/> .16444<br \/> .11579<br \/> 38<br \/> .47119<br \/> .39128<br \/> .32523<br \/> .22529<br \/> .15661<br \/> .10924<br \/> 39<br \/> .46195<br \/> .38174<br \/> .31575<br \/> .21662<br \/> .14915<br \/> .10306<br \/> 40<br \/> .45289<br \/> .37243<br \/> .30656<br \/> .20829<br \/> .14205<br \/> .09722<br \/> 8%<br \/> 9%<br \/> 10%<br \/> 11%<br \/> 12%<br \/> 15%<br \/> (n) Periods<br \/> .92593<br \/> .91743<br \/> .90909<br \/> .90090<br \/> .89286<br \/> .86957<br \/> 1<br \/> .85734<br \/> .84168<br \/> .82645<br \/> .81162<br \/> .79719<br \/> .75614<br \/> 2<br \/> .79383<br \/> .77218<br \/> .75132<br \/> .73119<br \/> .71178<br \/> .65752<br \/> 3<br \/> .73503<br \/> .70843<br \/> .68301<br \/> .65873<br \/> .63552<br \/> .57175<br \/> 4<br \/> .68058<br \/> .64993<br \/> .62092<br \/> .59345<br \/> .56743<br \/> .49718<br \/> 5<br \/> .63017<br \/> .59627<br \/> .56447<br \/> .53464<br \/> .50663<br \/> .43233<br \/> 6<br \/> .58349<br \/> .54703<br \/> .51316<br \/> .48166<br \/> .45235<br \/> .37594<br \/> 7<br \/> .54027<br \/> .50187<br \/> .46651<br \/> .43393<br \/> .40388<br \/> .32690<br \/> 8<br \/> .50025<br \/> .46043<br \/> .42410<br \/> .39092<br \/> .36061<br \/> .28426<br \/> 9<br \/> .46319<br \/> .42241<br \/> .38554<br \/> .35218<br \/> .32197<br \/> .24719<br \/> 10<br \/> .42888<br \/> .38753<br \/> .35049<br \/> .31728<br \/> .28748<br \/> .21494<br \/> 11<br \/> .39711<br \/> .35554<br \/> .31863<br \/> .28584<br \/> .25668<br \/> .18691<br \/> 12<br \/> .36770<br \/> .32618<br \/> .28966<br \/> .25751<br \/> .22917<br \/> .16253<br \/> 13<br \/> .34046<br \/> .29925<br \/> .26333<br \/> .23199<br \/> .20462<br \/> .14133<br \/> 14<br \/> .31524<br \/> .27454<br \/> .23939<br \/> .20900<br \/> .18270<br \/> .12289<br \/> 15<br \/> .29189<br \/> .25187<br \/> .21763<br \/> .18829<br \/> .16312<br \/> .10687<br \/> 16<br \/> .27027<br \/> .23107<br \/> .19785<br \/> .16963<br \/> .14564<br \/> .09293<br \/> 17<br \/> .25025<br \/> .21199<br \/> .17986<br \/> .15282<br \/> .13004<br \/> .08081<br \/> 18<br \/> .23171<br \/> .19449<br \/> .16351<br \/> .13768<br \/> .11611<br \/> .07027<br \/> 19<br \/> .21455<br \/> .17843<br \/> .14864<br \/> .12403<br \/> .10367<br \/> .06110<br \/> 20<br \/> .19866<br \/> .16370<br \/> .13513<br \/> .11174<br \/> .09256<br \/> .05313<br \/> 21<br \/> .18394<br \/> .15018<br \/> .12285<br \/> .10067<br \/> .08264<br \/> .04620<br \/> 22<br \/> .17032<br \/> .13778<br \/> .11168<br \/> .09069<br \/> .07379<br \/> .04017<br \/> 23<br \/> .15770<br \/> .12641<br \/> .10153<br \/> .08170<br \/> .06588<br \/> .03493<br \/> 24<br \/> .14602<br \/> .11597<br \/> .09230<br \/> .07361<br \/> .05882<br \/> .03038<br \/> 25<br \/> .13520<br \/> .10639<br \/> .08391<br \/> .06631<br \/> .05252<br \/> .02642<br \/> 26<br \/> .12519<br \/> .09761<br \/> .07628<br \/> .05974<br \/> .04689<br \/> .02297<br \/> 27<br \/> .11591<br \/> .08955<br \/> .06934<br \/> .05382<br \/> .04187<br \/> .01997<br \/> 28<br \/> .10733<br \/> .08216<br \/> .06304<br \/> .04849<br \/> .03738<br \/> .01737<br \/> 29<br \/> .09938<br \/> .07537<br \/> .05731<br \/> .04368<br \/> .03338<br \/> .01510<br \/> 30<br \/> .09202<br \/> .06915<br \/> .05210<br \/> .03935<br \/> .02980<br \/> .01313<br \/> 31<br \/> .08520<br \/> .06344<br \/> .04736<br \/> .03545<br \/> .02661<br \/> .01142<br \/> 32<br \/> .07889<br \/> .05820<br \/> .04306<br \/> .03194<br \/> .02376<br \/> .00993<br \/> 33<br \/> .07305<br \/> .05340<br \/> .03914<br \/> .02878<br \/> .02121<br \/> .00864<br \/> 34<br \/> .06763<br \/> .04899<br \/> .03558<br \/> .02592<br \/> .01894<br \/> .00751<br \/> 35<br \/> .06262<br \/> .04494<br \/> .03235<br \/> .02335<br \/> .01691<br \/> .00653<br \/> 36<br \/> .05799<br \/> .04123<br \/> .02941<br \/> .02104<br \/> .01510<br \/> .00568<br \/> 37<br \/> .05369<br \/> .03783<br \/> .02674<br \/> .01896<br \/> .01348<br \/> .00494<br \/> 38<br \/> .04971<br \/> .03470<br \/> .02430<br \/> .01708<br \/> .01204<br \/> .00429<br \/> 39<br \/> .04603<br \/> .03184<br \/> .02210<br \/> .01538<br \/> .01075<br \/> .00373<br \/> 40<br \/> 3.FUTURE VALUE OF AN ORDINARY ANNUITY OF 1 TABLE. Contains the amounts to which periodic rents of 1 will accumulate if the payments (rents) are invested at the end of each period at a specified rate of interest for a specified number of periods TABLE 6.3).<br \/> Table6.3FUTURE VALUE OF AN ORDINARY ANNUITY OF 1<br \/> FVF-OAn,i=(1+i)n-1i<br \/> (n) Periods<br \/> 2%<br \/> 2?%<br \/> 3%<br \/> 4%<br \/> 5%<br \/> 6%<br \/> 1<br \/> 1.00000<br \/> 1.00000<br \/> 1.00000<br \/> 1.00000<br \/> 1.00000<br \/> 1.00000<br \/> 2<br \/> 2.02000<br \/> 2.02500<br \/> 2.03000<br \/> 2.04000<br \/> 2.05000<br \/> 2.06000<br \/> 3<br \/> 3.06040<br \/> 3.07563<br \/> 3.09090<br \/> 3.12160<br \/> 3.15250<br \/> 3.18360<br \/> 4<br \/> 4.12161<br \/> 4.15252<br \/> 4.18363<br \/> 4.24646<br \/> 4.31013<br \/> 4.37462<br \/> 5<br \/> 5.20404<br \/> 5.25633<br \/> 5.30914<br \/> 5.41632<br \/> 5.52563<br \/> 5.63709<br \/> 6<br \/> 6.30812<br \/> 6.38774<br \/> 6.46841<br \/> 6.63298<br \/> 6.80191<br \/> 6.97532<br \/> 7<br \/> 7.43428<br \/> 7.54743<br \/> 7.66246<br \/> 7.89829<br \/> 8.14201<br \/> 8.39384<br \/> 8<br \/> 8.58297<br \/> 8.73612<br \/> 8.89234<br \/> 9.21423<br \/> 9.54911<br \/> 9.89747<br \/> 9<br \/> 9.75463<br \/> 9.95452<br \/> 10.15911<br \/> 10.58280<br \/> 11.02656<br \/> 11.49132<br \/> 10<br \/> 10.94972<br \/> 11.20338<br \/> 11.46338<br \/> 12.00611<br \/> 12.57789<br \/> 13.18079<br \/> 11<br \/> 12.16872<br \/> 12.48347<br \/> 12.80780<br \/> 13.48635<br \/> 14.20679<br \/> 14.97164<br \/> 12<br \/> 13.41209<br \/> 13.79555<br \/> 14.19203<br \/> 15.02581<br \/> 15.91713<br \/> 16.86994<br \/> 13<br \/> 14.68033<br \/> 15.14044<br \/> 15.61779<br \/> 16.62684<br \/> 17.71298<br \/> 18.88214<br \/> 14<br \/> 15.97394<br \/> 16.51895<br \/> 17.08632<br \/> 18.29191<br \/> 19.59863<br \/> 21.01507<br \/> 15<br \/> 17.29342<br \/> 17.93193<br \/> 18.59891<br \/> 20.02359<br \/> 21.57856<br \/> 23.27597<br \/> 16<br \/> 18.63929<br \/> 19.38022<br \/> 20.15688<br \/> 21.82453<br \/> 23.65749<br \/> 25.67253<br \/> 17<br \/> 20.01207<br \/> 20.86473<br \/> 21.76159<br \/> 23.69751<br \/> 25.84037<br \/> 28.21288<br \/> 18<br \/> 21.41231<br \/> 22.38635<br \/> 23.41444<br \/> 25.64541<br \/> 28.13238<br \/> 30.90565<br \/> 19<br \/> 22.84056<br \/> 23.94601<br \/> 25.11687<br \/> 27.67123<br \/> 30.53900<br \/> 33.75999<br \/> 20<br \/> 24.29737<br \/> 25.54466<br \/> 26.87037<br \/> 29.77808<br \/> 33.06595<br \/> 36.78559<br \/> 21<br \/> 25.78332<br \/> 27.18327<br \/> 28.67649<br \/> 31.96920<br \/> 35.71925<br \/> 39.99273<br \/> 22<br \/> 27.29898<br \/> 28.86286<br \/> 30.53678<br \/> 34.24797<br \/> 38.50521<br \/> 43.39229<br \/> 23<br \/> 28.84496<br \/> 30.58443<br \/> 32.45288<br \/> 36.61789<br \/> 41.43048<br \/> 46.99583<br \/> 24<br \/> 30.42186<br \/> 32.34904<br \/> 34.42647<br \/> 39.08260<br \/> 44.50200<br \/> 50.81558<br \/> 25<br \/> 32.03030<br \/> 34.15776<br \/> 36.45926<br \/> 41.64591<br \/> 47.72710<br \/> 54.86451<br \/> 26<br \/> 33.67091<br \/> 36.01171<br \/> 38.55304<br \/> 44.31174<br \/> 51.11345<br \/> 59.15638<br \/> 27<br \/> 35.34432<br \/> 37.91200<br \/> 40.70963<br \/> 47.08421<br \/> 54.66913<br \/> 63.70577<br \/> 28<br \/> 37.05121<br \/> 39.85980<br \/> 42.93092<br \/> 49.96758<br \/> 58.40258<br \/> 68.52811<br \/> 29<br \/> 38.79223<br \/> 41.85630<br \/> 45.21885<br \/> 52.96629<br \/> 62.32271<br \/> 73.63980<br \/> 30<br \/> 40.56808<br \/> 43.90270<br \/> 47.57542<br \/> 56.08494<br \/> 66.43885<br \/> 79.05819<br \/> 31<br \/> 42.37944<br \/> 46.00027<br \/> 50.00268<br \/> 59.32834<br \/> 70.76079<br \/> 84.80168<br \/> 32<br \/> 44.22703<br \/> 48.15028<br \/> 52.50276<br \/> 62.70147<br \/> 75.29883<br \/> 90.88978<br \/> 33<br \/> 46.11157<br \/> 50.35403<br \/> 55.07784<br \/> 66.20953<br \/> 80.06377<br \/> 97.34316<br \/> 34<br \/> 48.03380<br \/> 52.61289<br \/> 57.73018<br \/> 69.85791<br \/> 85.06696<br \/> 104.18376<br \/> 35<br \/> 49.99448<br \/> 54.92821<br \/> 60.46208<br \/> 73.65222<br \/> 90.32031<br \/> 111.43478<br \/> 36<br \/> 51.99437<br \/> 57.30141<br \/> 63.27594<br \/> 77.59831<br \/> 95.83632<br \/> 119.12087<br \/> 37<br \/> 54.03425<br \/> 59.73395<br \/> 66.17422<br \/> 81.70225<br \/> 101.62814<br \/> 127.26812<br \/> 38<br \/> 56.11494<br \/> 62.22730<br \/> 69.15945<br \/> 85.97034<br \/> 107.70955<br \/> 135.90421<br \/> 39<br \/> 58.23724<br \/> 64.78298<br \/> 72.23423<br \/> 90.40915<br \/> 114.09502<br \/> 145.05846<br \/> 40<br \/> 60.40198<br \/> 67.40255<br \/> 75.40126<br \/> 95.02552<br \/> 120.79977<br \/> 154.76197<br \/> 8%<br \/> 9%<br \/> 10%<br \/> 11%<br \/> 12%<br \/> 15%<br \/> (n) Periods<br \/> 1.00000<br \/> 1.00000<br \/> 1.00000<br \/> 1.00000<br \/> 1.00000<br \/> 1.00000<br \/> 1<br \/> 2.08000<br \/> 2.09000<br \/> 2.10000<br \/> 2.11000<br \/> 2.12000<br \/> 2.15000<br \/> 2<br \/> 3.24640<br \/> 3.27810<br \/> 3.31000<br \/> 3.34210<br \/> 3.37440<br \/> 3.47250<br \/> 3<br \/> 4.50611<br \/> 4.57313<br \/> 4.64100<br \/> 4.70973<br \/> 4.77933<br \/> 4.99338<br \/> 4<br \/> 5.86660<br \/> 5.98471<br \/> 6.10510<br \/> 6.22780<br \/> 6.35285<br \/> 6.74238<br \/> 5<br \/> 7.33592<br \/> 7.52334<br \/> 7.71561<br \/> 7.91286<br \/> 8.11519<br \/> 8.75374<br \/> 6<br \/> 8.92280<br \/> 9.20044<br \/> 9.48717<br \/> 9.78327<br \/> 10.08901<br \/> 11.06680<br \/> 7<br \/> 10.63663<br \/> 11.02847<br \/> 11.43589<br \/> 11.85943<br \/> 12.29969<br \/> 13.72682<br \/> 8<br \/> 12.48756<br \/> 13.02104<br \/> 13.57948<br \/> 14.16397<br \/> 14.77566<br \/> 16.78584<br \/> 9<br \/> 14.48656<br \/> 15.19293<br \/> 15.93743<br \/> 16.72201<br \/> 17.54874<br \/> 20.30372<br \/> 10<br \/> 16.64549<br \/> 17.56029<br \/> 18.53117<br \/> 19.56143<br \/> 20.65458<br \/> 24.34928<br \/> 11<br \/> 18.97713<br \/> 20.14072<br \/> 21.38428<br \/> 22.71319<br \/> 24.13313<br \/> 29.00167<br \/> 12<br \/> 21.49530<br \/> 22.95339<br \/> 24.52271<br \/> 26.21164<br \/> 28.02911<br \/> 34.35192<br \/> 13<br \/> 24.21492<br \/> 26.01919<br \/> 27.97498<br \/> 30.09492<br \/> 32.39260<br \/> 40.50471<br \/> 14<br \/> 27.15211<br \/> 29.36092<br \/> 31.77248<br \/> 34.40536<br \/> 37.27972<br \/> 47.58041<br \/> 15<br \/> 30.32428<br \/> 33.00340<br \/> 35.94973<br \/> 39.18995<br \/> 42.75328<br \/> 55.71747<br \/> 16<br \/> 33.75023<br \/> 36.97371<br \/> 40.54470<br \/> 44.50084<br \/> 48.88367<br \/> 65.07509<br \/> 17<br \/> 37.45024<br \/> 41.30134<br \/> 45.59917<br \/> 50.39593<br \/> 55.74972<br \/> 75.83636<br \/> 18<br \/> 41.44626<br \/> 46.01846<br \/> 51.15909<br \/> 56.93949<br \/> 63.43968<br \/> 88.21181<br \/> 19<br \/> 45.76196<br \/> 51.16012<br \/> 57.27500<br \/> 64.20283<br \/> 72.05244<br \/> 102.44358<br \/> 20<br \/> 50.42292<br \/> 56.76453<br \/> 64.00250<br \/> 72.26514<br \/> 81.69874<br \/> 118.81012<br \/> 21<br \/> 55.45676<br \/> 62.87334<br \/> 71.40275<br \/> 81.21431<br \/> 92.50258<br \/> 137.63164<br \/> 22<br \/> 60.89330<br \/> 69.53194<br \/> 79.54302<br \/> 91.14788<br \/> 104.60289<br \/> 159.27638<br \/> 23<br \/> 66.76476<br \/> 76.78981<br \/> 88.49733<br \/> 102.17415<br \/> 118.15524<br \/> 184.16784<br \/> 24<br \/> 73.10594<br \/> 84.70090<br \/> 98.34706<br \/> 114.41331<br \/> 133.33387<br \/> 212.79302<br \/> 25<br \/> 79.95442<br \/> 93.32398<br \/> 109.18177<br \/> 127.99877<br \/> 150.33393<br \/> 245.71197<br \/> 26<br \/> 87.35077<br \/> 102.72314<br \/> 121.09994<br \/> 143.07864<br \/> 169.37401<br \/> 283.56877<br \/> 27<br \/> 95.33883<br \/> 112.96822<br \/> 134.20994<br \/> 159.81729<br \/> 190.69889<br \/> 327.10408<br \/> 28<br \/> 103.96594<br \/> 124.13536<br \/> 148.63093<br \/> 178.39719<br \/> 214.58275<br \/> 377.16969<br \/> 29<br \/> 113.28321<br \/> 136.30754<br \/> 164.49402<br \/> 199.02088<br \/> 241.33268<br \/> 434.74515<br \/> 30<br \/> 123.34587<br \/> 149.57522<br \/> 181.94343<br \/> 221.91317<br \/> 271.29261<br \/> 500.95692<br \/> 31<br \/> 134.21354<br \/> 164.03699<br \/> 201.13777<br \/> 247.32362<br \/> 304.84772<br \/> 577.10046<br \/> 32<br \/> 145.95062<br \/> 179.80032<br \/> 222.25154<br \/> 275.52922<br \/> 342.42945<br \/> 644.66553<br \/> 33<br \/> 158.62667<br \/> 196.98234<br \/> 245.47670<br \/> 306.83744<br \/> 384.52098<br \/> 765.36535<br \/> 34<br \/> 172.31680<br \/> 215.71076<br \/> 271.02437<br \/> 341.58955<br \/> 431.66350<br \/> 881.17016<br \/> 35<br \/> 187.10215<br \/> 236.12472<br \/> 299.12681<br \/> 380.16441<br \/> 484.46312<br \/> 1014.34568<br \/> 36<br \/> 203.07032<br \/> 258.37595<br \/> 330.03949<br \/> 422.98249<br \/> 543.59869<br \/> 1167.49753<br \/> 37<br \/> 220.31595<br \/> 282.62978<br \/> 364.04343<br \/> 470.51056<br \/> 609.83053<br \/> 1343.62216<br \/> 38<br \/> 238.94122<br \/> 309.06646<br \/> 401.44778<br \/> 523.26673<br \/> 684.01020<br \/> 1546.16549<br \/> 39<br \/> 259.05652<br \/> 337.88245<br \/> 442.59256<br \/> 581.82607<br \/> 767.09142<br \/> 1779.09031<br \/> 40<br \/> 4.PRESENT VALUE OF AN ORDINARY ANNUITY OF 1 TABLE. Contains the amounts that must be deposited now at a specified rate of interest to permit withdrawals of 1 at the end of regular periodic intervals for the specified number of periods (Table 6.4).<br \/> Table6.4PRESENT VALUE OF AN ORDINARY ANNUITY OF 1<br \/> PVF-OAn,i=1-1(1+i)ni<br \/> (n) Periods<br \/> 2%<br \/> 2?%<br \/> 3%<br \/> 4%<br \/> 5%<br \/> 6%<br \/> 1<br \/> .98039<br \/> .97561<br \/> .97087<br \/> .96154<br \/> .95238<br \/> .94340<br \/> 2<br \/> 1.94156<br \/> 1.92742<br \/> 1.91347<br \/> 1.88609<br \/> 1.85941<br \/> 1.83339<br \/> 3<br \/> 2.88388<br \/> 2.85602<br \/> 2.82861<br \/> 2.77509<br \/> 2.72325<br \/> 2.67301<br \/> 4<br \/> 3.80773<br \/> 3.76197<br \/> 3.71710<br \/> 3.62990<br \/> 3.54595<br \/> 3.46511<br \/> 5<br \/> 4.71346<br \/> 4.64583<br \/> 4.57971<br \/> 4.45182<br \/> 4.32948<br \/> 4.21236<br \/> 6<br \/> 5.60143<br \/> 5.50813<br \/> 5.41719<br \/> 5.24214<br \/> 5.07569<br \/> 4.91732<br \/> 7<br \/> 6.47199<br \/> 6.34939<br \/> 6.23028<br \/> 6.00205<br \/> 5.78637<br \/> 5.58238<br \/> 8<br \/> 7.32548<br \/> 7.17014<br \/> 7.01969<br \/> 6.73274<br \/> 6.46321<br \/> 6.20979<br \/> 9<br \/> 8.16224<br \/> 7.97087<br \/> 7.78611<br \/> 7.43533<br \/> 7.10782<br \/> 6.80169<br \/> 10<br \/> 8.98259<br \/> 8.75206<br \/> 8.53020<br \/> 8.11090<br \/> 7.72173<br \/> 7.36009<br \/> 11<br \/> 9.78685<br \/> 9.51421<br \/> 9.25262<br \/> 8.76048<br \/> 8.30641<br \/> 7.88687<br \/> 12<br \/> 10.57534<br \/> 10.25776<br \/> 9.95400<br \/> 9.38507<br \/> 8.86325<br \/> 8.38384<br \/> 13<br \/> 11.34837<br \/> 10.98319<br \/> 10.63496<br \/> 9.98565<br \/> 9.39357<br \/> 8.85268<br \/> 14<br \/> 12.10625<br \/> 11.69091<br \/> 11.29607<br \/> 10.56312<br \/> 9.89864<br \/> 9.29498<br \/> 15<br \/> 12.84926<br \/> 12.38138<br \/> 11.93794<br \/> 11.11839<br \/> 10.37966<br \/> 9.71225<br \/> 16<br \/> 13.57771<br \/> 13.05500<br \/> 12.56110<br \/> 11.65230<br \/> 10.83777<br \/> 10.10590<br \/> 17<br \/> 14.29187<br \/> 13.71220<br \/> 13.16612<br \/> 12.16567<br \/> 11.27407<br \/> 10.47726<br \/> 18<br \/> 14.99203<br \/> 14.35336<br \/> 13.75351<br \/> 12.65930<br \/> 11.68959<br \/> 10.82760<br \/> 19<br \/> 15.67846<br \/> 14.97889<br \/> 14.32380<br \/> 13.13394<br \/> 12.08532<br \/> 11.15812<br \/> 20<br \/> 16.35143<br \/> 15.58916<br \/> 14.87747<br \/> 13.59033<br \/> 12.46221<br \/> 11.46992<br \/> 21<br \/> 17.01121<br \/> 16.18455<br \/> 15.41502<br \/> 14.02916<br \/> 12.82115<br \/> 11.76408<br \/> 22<br \/> 17.65805<br \/> 16.76541<br \/> 15.93692<br \/> 14.45112<br \/> 13.16300<br \/> 12.04158<br \/> 23<br \/> 18.29220<br \/> 17.33211<br \/> 16.44361<br \/> 14.85684<br \/> 13.48857<br \/> 12.30338<br \/> 24<br \/> 18.91393<br \/> 17.88499<br \/> 16.93554<br \/> 15.24696<br \/> 13.79864<br \/> 12.55036<br \/> 25<br \/> 19.52346<br \/> 18.42438<br \/> 17.41315<br \/> 15.62208<br \/> 14.09394<br \/> 12.78336<br \/> 26<br \/> 20.12104<br \/> 18.95061<br \/> 17.87684<br \/> 15.98277<br \/> 14.37519<br \/> 13.00317<br \/> 27<br \/> 20.70690<br \/> 19.46401<br \/> 18.32703<br \/> 16.32959<br \/> 14.64303<br \/> 13.21053<br \/> 28<br \/> 21.28127<br \/> 19.96489<br \/> 18.76411<br \/> 16.66306<br \/> 14.89813<br \/> 13.40616<br \/> 29<br \/> 21.84438<br \/> 20.45355<br \/> 19.18845<br \/> 16.98371<br \/> 15.14107<br \/> 13.59072<br \/> 30<br \/> 22.39646<br \/> 20.93029<br \/> 19.60044<br \/> 17.29203<br \/> 15.37245<br \/> 13.76483<br \/> 31<br \/> 22.93770<br \/> 21.39541<br \/> 20.00043<br \/> 17.58849<br \/> 15.59281<br \/> 13.92909<br \/> 32<br \/> 23.46833<br \/> 21.84918<br \/> 20.38877<br \/> 17.87355<br \/> 15.80268<br \/> 14.08404<br \/> 33<br \/> 23.98856<br \/> 22.29188<br \/> 20.76579<br \/> 18.14765<br \/> 16.00255<br \/> 14.23023<br \/> 34<br \/> 24.49859<br \/> 22.72379<br \/> 21.13184<br \/> 18.41120<br \/> 16.19290<br \/> 14.36814<br \/> 35<br \/> 24.99862<br \/> 23.14516<br \/> 21.48722<br \/> 18.66461<br \/> 16.37419<br \/> 14.49825<br \/> 36<br \/> 25.48884<br \/> 23.55625<br \/> 21.83225<br \/> 18.90828<br \/> 16.54685<br \/> 14.62099<br \/> 37<br \/> 25.96945<br \/> 23.95732<br \/> 22.16724<br \/> 19.14258<br \/> 16.71129<br \/> 14.73678<br \/> 38<br \/> 26.44064<br \/> 24.34860<br \/> 22.49246<br \/> 19.36786<br \/> 16.86789<br \/> 14.84602<br \/> 39<br \/> 26.90259<br \/> 24.73034<br \/> 22.80822<br \/> 19.58448<br \/> 17.01704<br \/> 14.94907<br \/> 40<br \/> 27.35548<br \/> 25.10278<br \/> 23.11477<br \/> 19.79277<br \/> 17.15909<br \/> 15.04630<br \/> 8%<br \/> 9%<br \/> 10%<br \/> 11%<br \/> 12%<br \/> 15%<br \/> (n) Periods<br \/> .92593<br \/> .91743<br \/> .90909<br \/> .90090<br \/> .89286<br \/> .86957<br \/> 1<br \/> 1.78326<br \/> 1.75911<br \/> 1.73554<br \/> 1.71252<br \/> 1.69005<br \/> 1.62571<br \/> 2<br \/> 2.57710<br \/> 2.53130<br \/> 2.48685<br \/> 2.44371<br \/> 2.40183<br \/> 2.28323<br \/> 3<br \/> 3.31213<br \/> 3.23972<br \/> 3.16986<br \/> 3.10245<br \/> 3.03735<br \/> 2.85498<br \/> 4<br \/> 3.99271<br \/> 3.88965<br \/> 3.79079<br \/> 3.69590<br \/> 3.60478<br \/> 3.35216<br \/> 5<br \/> 4.62288<br \/> 4.48592<br \/> 4.35526<br \/> 4.23054<br \/> 4.11141<br \/> 3.78448<br \/> 6<br \/> 5.20637<br \/> 5.03295<br \/> 4.86842<br \/> 4.71220<br \/> 4.56376<br \/> 4.16042<br \/> 7<br \/> 5.74664<br \/> 5.53482<br \/> 5.33493<br \/> 5.14612<br \/> 4.96764<br \/> 4.48732<br \/> 8<br \/> 6.24689<br \/> 5.99525<br \/> 5.75902<br \/> 5.53705<br \/> 5.32825<br \/> 4.77158<br \/> 9<br \/> 6.71008<br \/> 6.41766<br \/> 6.14457<br \/> 5.88923<br \/> 5.65022<br \/> 5.01877<br \/> 10<br \/> 7.13896<br \/> 6.80519<br \/> 6.49506<br \/> 6.20652<br \/> 5.93770<br \/> 5.23371<br \/> 11<br \/> 7.53608<br \/> 7.16073<br \/> 6.81369<br \/> 6.49236<br \/> 6.19437<br \/> 5.42062<br \/> 12<br \/> 7.90378<br \/> 7.48690<br \/> 7.10336<br \/> 6.74987<br \/> 6.42355<br \/> 5.58315<br \/> 13<br \/> 8.24424<br \/> 7.78615<br \/> 7.36669<br \/> 6.98187<br \/> 6.62817<br \/> 5.72448<br \/> 14<br \/> 8.55948<br \/> 8.06069<br \/> 7.60608<br \/> 7.19087<br \/> 6.81086<br \/> 5.84737<br \/> 15<br \/> 8.85137<br \/> 8.31256<br \/> 7.82371<br \/> 7.37916<br \/> 6.97399<br \/> 5.95424<br \/> 16<br \/> 9.12164<br \/> 8.54363<br \/> 8.02155<br \/> 7.54879<br \/> 7.11963<br \/> 6.04716<br \/> 17<br \/> 9.37189<br \/> 8.75563<br \/> 8.20141<br \/> 7.70162<br \/> 7.24967<br \/> 6.12797<br \/> 18<br \/> 9.60360<br \/> 8.95012<br \/> 8.36492<br \/> 7.83929<br \/> 7.36578<br \/> 6.19823<br \/> 19<br \/> 9.81815<br \/> 9.12855<br \/> 8.51356<br \/> 7.96333<br \/> 7.46944<br \/> 6.25933<br \/> 20<br \/> 10.01680<br \/> 9.29224<br \/> 8.64869<br \/> 8.07507<br \/> 7.56200<br \/> 6.31246<br \/> 21<br \/> 10.20074<br \/> 9.44243<br \/> 8.77154<br \/> 8.17574<br \/> 7.64465<br \/> 6.35866<br \/> 22<br \/> 10.37106<br \/> 9.58021<br \/> 8.88322<br \/> 8.26643<br \/> 7.71843<br \/> 6.39884<br \/> 23<br \/> 10.52876<br \/> 9.70661<br \/> 8.98474<br \/> 8.34814<br \/> 7.78432<br \/> 6.43377<br \/> 24<br \/> 10.67478<br \/> 9.82258<br \/> 9.07704<br \/> 8.42174<br \/> 7.84314<br \/> 6.46415<br \/> 25<br \/> 10.80998<br \/> 9.92897<br \/> 9.16095<br \/> 8.48806<br \/> 7.89566<br \/> 6.49056<br \/> 26<br \/> 10.93516<br \/> 10.02658<br \/> 9.23722<br \/> 8.54780<br \/> 7.94255<br \/> 6.51353<br \/> 27<br \/> 11.05108<br \/> 10.11613<br \/> 9.30657<br \/> 8.60162<br \/> 7.98442<br \/> 6.53351<br \/> 28<br \/> 11.15841<br \/> 10.19828<br \/> 9.36961<br \/> 8.65011<br \/> 8.02181<br \/> 6.55088<br \/> 29<br \/> 11.25778<br \/> 10.27365<br \/> 9.42691<br \/> 8.69379<br \/> 8.05518<br \/> 6.56598<br \/> 30<br \/> 11.34980<br \/> 10.34280<br \/> 9.47901<br \/> 8.73315<br \/> 8.08499<br \/> 6.57911<br \/> 31<br \/> 11.43500<br \/> 10.40624<br \/> 9.52638<br \/> 8.76860<br \/> 8.11159<br \/> 6.59053<br \/> 32<br \/> 11.51389<br \/> 10.46444<br \/> 9.56943<br \/> 8.80054<br \/> 8.13535<br \/> 6.60046<br \/> 33<br \/> 11.58693<br \/> 10.51784<br \/> 9.60858<br \/> 8.82932<br \/> 8.15656<br \/> 6.60910<br \/> 34<br \/> 11.65457<br \/> 10.56682<br \/> 9.64416<br \/> 8.85524<br \/> 8.17550<br \/> 6.61661<br \/> 35<br \/> 11.71719<br \/> 10.61176<br \/> 9.67651<br \/> 8.87859<br \/> 8.19241<br \/> 6.62314<br \/> 36<br \/> 11.77518<br \/> 10.65299<br \/> 9.70592<br \/> 8.89963<br \/> 8.20751<br \/> 6.62882<br \/> 37<br \/> 11.82887<br \/> 10.69082<br \/> 9.73265<br \/> 8.91859<br \/> 8.22099<br \/> 6.63375<br \/> 38<br \/> 11.87858<br \/> 10.72552<br \/> 9.75697<br \/> 8.93567<br \/> 8.23303<br \/> 6.63805<br \/> 39<br \/> 11.92461<br \/> 10.75736<br \/> 9.77905<br \/> 8.95105<br \/> 8.24378<br \/> 6.64178<br \/> 40<br \/> 5.PRESENT VALUE OF AN ANNUITY DUE OF 1 TABLE. Contains the amounts that must be deposited now at a specified rate of interest to permit withdrawals of 1 at the beginning of regular periodic intervals for the specified number of periods (Table 6.5).<br \/> Table6.5PRESENT VALUE OF AN ANNUITY DUE OF 1<br \/> PVF-ADn,i=1+1-1(1+i)n-1i<br \/> (n) Periods<br \/> 2%<br \/> 2?%<br \/> 3%<br \/> 4%<br \/> 5%<br \/> 6%<br \/> 1<br \/> 1.00000<br \/> 1.00000<br \/> 1.00000<br \/> 1.00000<br \/> 1.00000<br \/> 1.00000<br \/> 2<br \/> 1.98039<br \/> 1.97561<br \/> 1.97087<br \/> 1.96154<br \/> 1.95238<br \/> 1.94340<br \/> 3<br \/> 2.94156<br \/> 2.92742<br \/> 2.91347<br \/> 2.88609<br \/> 2.85941<br \/> 2.83339<br \/> 4<br \/> 3.88388<br \/> 3.85602<br \/> 3.82861<br \/> 3.77509<br \/> 3.72325<br \/> 3.67301<br \/> 5<br \/> 4.80773<br \/> 4.76197<br \/> 4.71710<br \/> 4.62990<br \/> 4.54595<br \/> 4.46511<br \/> 6<br \/> 5.71346<br \/> 5.64583<br \/> 5.57971<br \/> 5.45182<br \/> 5.32948<br \/> 5.21236<br \/> 7<br \/> 6.60143<br \/> 6.50813<br \/> 6.41719<br \/> 6.24214<br \/> 6.07569<br \/> 5.91732<br \/> 8<br \/> 7.47199<br \/> 7.34939<br \/> 7.23028<br \/> 7.00205<br \/> 6.78637<br \/> 6.58238<br \/> 9<br \/> 8.32548<br \/> 8.17014<br \/> 8.01969<br \/> 7.73274<br \/> 7.46321<br \/> 7.20979<br \/> 10<br \/> 9.16224<br \/> 8.97087<br \/> 8.78611<br \/> 8.43533<br \/> 8.10782<br \/> 7.80169<br \/> 11<br \/> 9.98259<br \/> 9.75206<br \/> 9.53020<br \/> 9.11090<br \/> 8.72173<br \/> 8.36009<br \/> 12<br \/> 10.78685<br \/> 10.51421<br \/> 10.25262<br \/> 9.76048<br \/> 9.30641<br \/> 8.88687<br \/> 13<br \/> 11.57534<br \/> 11.25776<br \/> 10.95400<br \/> 10.38507<br \/> 9.86325<br \/> 9.38384<br \/> 14<br \/> 12.34837<br \/> 11.98319<br \/> 11.63496<br \/> 10.98565<br \/> 10.39357<br \/> 9.85268<br \/> 15<br \/> 13.10625<br \/> 12.69091<br \/> 12.29607<br \/> 11.56312<br \/> 10.89864<br \/> 10.29498<br \/> 16<br \/> 13.84926<br \/> 13.38138<br \/> 12.93794<br \/> 12.11839<br \/> 11.37966<br \/> 10.71225<br \/> 17<br \/> 14.57771<br \/> 14.05500<br \/> 13.56110<br \/> 12.65230<br \/> 11.83777<br \/> 11.10590<br \/> 18<br \/> 15.29187<br \/> 14.71220<br \/> 14.16612<br \/> 13.16567<br \/> 12.27407<br \/> 11.47726<br \/> 19<br \/> 15.99203<br \/> 15.35336<br \/> 14.75351<br \/> 13.65930<br \/> 12.68959<br \/> 11.82760<br \/> 20<br \/> 16.67846<br \/> 15.97889<br \/> 15.32380<br \/> 14.13394<br \/> 13.08532<br \/> 12.15812<br \/> 21<br \/> 17.35143<br \/> 16.58916<br \/> 15.87747<br \/> 14.59033<br \/> 13.46221<br \/> 12.46992<br \/> 22<br \/> 18.01121<br \/> 17.18455<br \/> 16.41502<br \/> 15.02916<br \/> 13.82115<br \/> 12.76408<br \/> 23<br \/> 18.65805<br \/> 17.76541<br \/> 16.93692<br \/> 15.45112<br \/> 14.16300<br \/> 13.04158<br \/> 24<br \/> 19.29220<br \/> 18.33211<br \/> 17.44361<br \/> 15.85684<br \/> 14.48857<br \/> 13.30338<br \/> 25<br \/> 19.91393<br \/> 18.88499<br \/> 17.93554<br \/> 16.24696<br \/> 14.79864<br \/> 13.55036<br \/> 26<br \/> 20.52346<br \/> 19.42438<br \/> 18.41315<br \/> 16.62208<br \/> 15.09394<br \/> 13.78336<br \/> 27<br \/> 21.12104<br \/> 19.95061<br \/> 18.87684<br \/> 16.98277<br \/> 15.37519<br \/> 14.00317<br \/> 28<br \/> 21.70690<br \/> 20.46401<br \/> 19.32703<br \/> 17.32959<br \/> 15.64303<br \/> 14.21053<br \/> 29<br \/> 22.28127<br \/> 20.96489<br \/> 19.76411<br \/> 17.66306<br \/> 15.89813<br \/> 14.40616<br \/> 30<br \/> 22.84438<br \/> 21.45355<br \/> 20.18845<br \/> 17.98371<br \/> 16.14107<br \/> 14.59072<br \/> 31<br \/> 23.39646<br \/> 21.93029<br \/> 20.60044<br \/> 18.29203<br \/> 16.37245<br \/> 14.76483<br \/> 32<br \/> 23.93770<br \/> 22.39541<br \/> 21.00043<br \/> 18.58849<br \/> 16.59281<br \/> 14.92909<br \/> 33<br \/> 24.46833<br \/> 22.84918<br \/> 21.38877<br \/> 18.87355<br \/> 16.80268<br \/> 15.08404<br \/> 34<br \/> 24.98856<br \/> 23.29188<br \/> 21.76579<br \/> 19.14765<br \/> 17.00255<br \/> 15.23023<br \/> 35<br \/> 25.49859<br \/> 23.72379<br \/> 22.13184<br \/> 19.41120<br \/> 17.19290<br \/> 15.36814<br \/> 36<br \/> 25.99862<br \/> 24.14516<br \/> 22.48722<br \/> 19.66461<br \/> 17.37419<br \/> 15.49825<br \/> 37<br \/> 26.48884<br \/> 24.55625<br \/> 22.83225<br \/> 19.90828<br \/> 17.54685<br \/> 15.62099<br \/> 38<br \/> 26.96945<br \/> 24.95732<br \/> 23.16724<br \/> 20.14258<br \/> 17.71129<br \/> 15.73678<br \/> 39<br \/> 27.44064<br \/> 25.34860<br \/> 23.49246<br \/> 20.36786<br \/> 17.86789<br \/> 15.84602<br \/> 40<br \/> 27.90259<br \/> 25.73034<br \/> 23.80822<br \/> 20.58448<br \/> 18.01704<br \/> 15.94907<br \/> 8%<br \/> 9%<br \/> 10%<br \/> 11%<br \/> 12%<br \/> 15%<br \/> (n) Periods<br \/> 1.00000<br \/> 1.00000<br \/> 1.00000<br \/> 1.00000<br \/> 1.00000<br \/> 1.00000<br \/> 1<br \/> 1.92593<br \/> 1.91743<br \/> 1.90909<br \/> 1.90090<br \/> 1.89286<br \/> 1.86957<br \/> 2<br \/> 2.78326<br \/> 2.75911<br \/> 2.73554<br \/> 2.71252<br \/> 2.69005<br \/> 2.62571<br \/> 3<br \/> 3.57710<br \/> 3.53130<br \/> 3.48685<br \/> 3.44371<br \/> 3.40183<br \/> 3.28323<br \/> 4<br \/> 4.31213<br \/> 4.23972<br \/> 4.16986<br \/> 4.10245<br \/> 4.03735<br \/> 3.85498<br \/> 5<br \/> 4.99271<br \/> 4.88965<br \/> 4.79079<br \/> 4.69590<br \/> 4.60478<br \/> 4.35216<br \/> 6<br \/> 5.62288<br \/> 5.48592<br \/> 5.35526<br \/> 5.23054<br \/> 5.11141<br \/> 4.78448<br \/> 7<br \/> 6.20637<br \/> 6.03295<br \/> 5.86842<br \/> 5.71220<br \/> 5.56376<br \/> 5.16042<br \/> 8<br \/> 6.74664<br \/> 6.53482<br \/> 6.33493<br \/> 6.14612<br \/> 5.96764<br \/> 5.48732<br \/> 9<br \/> 7.24689<br \/> 6.99525<br \/> 6.75902<br \/> 6.53705<\/p>\n","protected":false},"excerpt":{"rendered":"<p>&#8216; &#8216; 0 0 Services FUTURE VALUE OF A SUM FUTURE VALUE OF 1 TABLE. Contains the amounts to which 1 will accumulate if deposited now at a specified rate and left for a specified number of periods (Table 6.1). <a href=\"https:\/\/www.benedictsol.com\/blogs\/future-value-of-a-sum-2\/\" class=\"read-more\">Read More &#8230;<\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[],"tags":[],"class_list":["post-29477","post","type-post","status-publish","format-standard","hentry"],"_links":{"self":[{"href":"https:\/\/www.benedictsol.com\/blogs\/wp-json\/wp\/v2\/posts\/29477","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.benedictsol.com\/blogs\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.benedictsol.com\/blogs\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.benedictsol.com\/blogs\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/www.benedictsol.com\/blogs\/wp-json\/wp\/v2\/comments?post=29477"}],"version-history":[{"count":0,"href":"https:\/\/www.benedictsol.com\/blogs\/wp-json\/wp\/v2\/posts\/29477\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.benedictsol.com\/blogs\/wp-json\/wp\/v2\/media?parent=29477"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.benedictsol.com\/blogs\/wp-json\/wp\/v2\/categories?post=29477"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.benedictsol.com\/blogs\/wp-json\/wp\/v2\/tags?post=29477"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}