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Three sides of fencing are use, since the fourth side of the are is formed by a building. The enclosed area measures 2592 square feet. Exactly 144 feet of fencing is used to fence in three sides of these rectangles. What are the possible dimensions that could have been used to construct this area? 15. Use the Pythagorean Theorem to find the lengths of the side of triangle. 1. Find the coordinates of the vertex and the intercepts of the following quadratic function. When necessary, approximate the x-intercepts to the nearest tenth. 2. Find the coordinate of the vertex , the y-intercepts and the x-intercepts of the following quadratic function. 3. Find the vertex, the y-intercepts, and the x-intercepts, and then graph the function. 4. Find the vertex, the y-intercept, and the x-intercepts, and then graph the function. 5. Find the vertex, the y- intercept, and the x-intercepts, and then graph the function. 6. Find the vertex, the y- intercept, and the x-intercept, and then graph the function. 7. Find the vertex, the y- intercept, and the x-intercept, and then graph the function.

8. Find the vertex, the y- intercept, and the x-intercepts , and then graph the function. 9. Determine , without graphing, whether the given quadratic function has a maximum value or a minimum value and then find the values. 10. Determine , without graphing, whether the given quadratic function has a maximum value or a minimum value and then find the values. 11. Determine , without graphing, whether the given quadratic function has a maximum value or a minimum value and then find the values. 400p. (a) for what price will the revenue be maximized? 280x-3600, where x is the number of tables that are manufactured in 1 day. Use this information to find p(25). 312x-3570, where x is the number of tablets that are manufactured in 1 day. The maximum profit of the company occurs at the vertex of the parabola. How many tables should be made per day in order to obtain the maximum profit for the company?

What is the maximum profit? 15. Susan throws a softball upward into the air at a speed of 32 feet per second from a 120-foot platform. 120. What is the maximum height of the softball? How many seconds does it take to reach the ground after first being thrown upward? 16. A security fence encloses a rectangular area on one side of a park in a city. Three sides fencing are used, since fourth side of the area is formed by a building. The enclosed area measures 242 square feet. Exactly 44 feet of fencing is used to fence in three sides of this rectangle. What are the possible dimensions that could have been used to construct this area? 17. Palo alto college is planning to construct a rectangular parking lot on land bordered on one side by a highway. 600 feet of fencing off the other three sides. What dimensions should the lot have if the enclosed area is to be maximum? 1. Solve for the variable specified. Assume that all other variables are nonzero.