Question

Asked May 13, 2019

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Given the polynomial function

H(x)=1/2(x-1)^2(x+1)(x-2)

write all intercepts as ordered pairs include the end behavior and H

Step 1

To calculate the all intercepts in ordered pair including the end behaviour and **H** if the provided polynomial function is shown below,

Step 2

Now, first calculate the **x-intercept**, for the **x-intercept** substitute **H(x)=0** in the provided polynomial function **H(x)**.

Step 3

Thus, the polynomial function **H(x)** has no **x-i...**

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