Write an equation of the parabola .Find the dimensions and corresponding area of one possible rectangle.What dimensions result in the maximum area.
Answer to Problem 22E
Equation of the parabola is
Maximum area is 12.25 and dimension is 3.5.
Explanation of Solution
Given information: The area of a rectangle is modeled by the graph where y is the.
area (in square meters) and x is the width (in meters).
Calculation:
Given a point and x-intercept p and q ,then the equation is ,
From the graph
Putting the value of
Identify the coefficients.
Since
To find maximum value, calculate coordinates of the vertex.
So ,
Equation of the parabola is
Maximum area is 12.25 and dimension is 3.5
Chapter 2 Solutions
BIG IDEAS MATH Algebra 2: Common Core Student Edition 2015
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