Choose the quadratic model for the situation.



Which quadratic equation models the situation correctly?
10✔ 2550
What is the vertex of the parbola? (, )
105
A(w) = w2 – 50wA(w) = w2 – 100wA(w) = 50w – w2A(w) = 100w – w2
Find the length and width of the greatest rectangular area that the farmer can enclose with 100 m of fencing.
Choose the quadratic equation that models the situation.
What is the equation that describes the parabola formed by the arch?y = -0.090(x - 13)² + 12y = -0.090(x - 12)² + 13✔ y = -0.071(x - 13)² + 12y = -0.071(x - 12)² + 13
The quadratic function y = –10x2 + 160x – 430 models a store’s daily profit (y) for selling a T-shirt priced at x dollars. What equation do you need to solve to find the selling price or prices that would generate $50 in daily profit? What method would you use to solve the equation? Justify your choice.
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Which quadratic equation models the situation correctly? y = -0.0025(x - 90)² + 6y = -0.0025(x - 30)² + 15✔ y = 0.0025(x - 90)² + 6y = 0.0025(x - 30)² + 15
Which quadratic equation gives the area A of the rectangle in square feet given its width in w feet?A(w) = -w² + 200w✔ A(w) = -w² + 100wA(w) = w² + 40wA(w) = w² + 90w
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7
⇒ 625
Answer
To the nearest tenth of a second, how long after the pebble falls will it hit the ground? s
3.5
To the nearest foot, what is the width of the arch 8 ft above the water? ft
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