The height of a plant, in inches, p years after planting it is given by the polynomial function R(p)=−2p2+270p. Find the height of the plant when p=90 years.

The height of a plant in inches p years after planting it is given by the polynomial function Rp2p2270p Find the height of the plant when p90 years class=

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Answer:

8100 inches

Step-by-step explanation:

A function assigns the values. The height of the plant after 90 years will be 8100 inches.

What is a Function?

A function assigns the value of each element of one set to the other specific element of another set.

Given that the height of a plant, in inches, p years after planting is given by the polynomial function R(p)= −2p²+270p.

Now, the height of the plant after 90 years can be written by substituting the value of p as 90. Therefore, the height of the plant after 90 years is,

R(p)= −2p²+270p

R(90)= −2(90)²+270(90)

        = −2(8100) + 24,300

        = −16,200 + 24,300

        = 8100 inches

Hence, the height of the plant after 90 years will be 8100 inches.

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