Solving+Quadratic+Equations-Target+C-Apply+Quadratics-Practice+Problems


 * 1)** Below is a rectangle that has an unknown component x. The lengths of the sides are expressed using that variable. Using know fact that the area of the rectangle is 14 meters squared, find the dimensions of the rectangle.

media type="custom" key="27726603"


 * 2)** Below is a rectangle that has an unknown component x. The lengths of the sides are expressed using that variable. Using the fact that the area of the rectangle is 75 meters squared, find the dimensions of the rectangle.

media type="custom" key="27727093"


 * 3)** You are building a uniform brick patio around your pool which is 15 feet by 10 feet. Given that the combined area is 266 square feet, what is the possible width of the walkway?

media type="custom" key="27727109"

media type="custom" key="27727119"
 * 4)** Pictured below is a flowerbed that is 16 meters by 5 meters. You are hired to create a mulch border that is going to create a total combined area for the bed and mulch to reach 250 square meters. What should the width of the mulch border be?

media type="custom" key="27728257"
 * 5)** Below is an aerial view of the new doughnut shop that is opening in town. The red segments represent the footprint for the shop and outdoor seating which is 117 feet (East-West) by 108 feet (North-South). The blue segments represent what is going to be dedicated to parking. If the total lot size is 242 feet (East-West) by 233 feet (North-South), what is the width of the parking lot going to be (what is the length of x)?

Target Problems
6) Solve the following system: 2x - 5y = 8 x - y = 14

7) Graph the following linear equation: y - 4 = - (x + 2)

8) Factor the following completely: a) 2x 2 + 13x - 24

b) 28x 2 - 63

c) 3x 2 - 3x - 36