Company X tried selling widgets at various prices to see how much profit they would
make. The following table shows the widget selling price, x, and the total profit earned
at that price, y. Calculate the quadratic regression equation for this set of data. Using
this equation, find the profit, to the nearest dollar, for a selling price of 10.25 dollars.

Company X tried selling widgets at various prices to see how much profit they would make The following table shows the widget selling price x and the total prof class=

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Answer:

7263

Step-by-step explanation:

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Using technology, the quadratic regression function which models the data in the form ax² + bx + c is written thus ;

  • f(x) = -147.30x² + 3231.00x - 8213.66

  • Profit earned on $10.25 is $9428.38

The quadratic regression function is a polynomial of degree 2. Where, x represents the widget selling price and y represents the total profit earned.

The predicted profit made on a widget selling price of $10.25 can be calculated by substituting x = 10.25 into the equation :

f(10.25) = -147.30(10.25)² + 3231.00(10.25) - 8213.66

f(10.25) = 9428.38

Therefore, the widget selling price is $9428.38

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