Question

verify whether the indicated variables are zeros of the polynomials corresponding to them p(y)=4y-4π,y=4,π

Answer 1

Answer:

pie =7/22

Step-by-step explanation:

pie =7/22

hope it helps you

Answer 2

Answer:

The answer is -

y = 4, NO

y = $\pi$, YES

Step-by-step explanation:

To verify whether the indicated variables are zeroes of the polynomial corresponding to them p(y) = 4y - 4$\pi$; y = 4,

As we know that if by Substituting the values y = 4 and y = $\pi$ in the polynomial p(y) = 4y - 4$\pi$

That is,

p(y) = 4y - 4$\pi$

p(4) = 4(4) - 4$\pi$

Let the $\pi$ be as it is because we don't know the accurate value of $\pi$ because it is an irrational number

CONTINUE

p(4) = 4(4) - 4 $\pi$

      = 16 - 4$\pi$

As the value of p(y) didn't came 0 by Substituting the values y = 4, so 4 is not the zero of the polynomial p(y) = 4y - 4$\pi$

NOW,

p(y) = 4y - 4$\pi$

p($\pi$) = 4($\pi$) - 4$\pi$

Let the $\pi$ be as it is because we don't know the accurate value of $\pi$ because it is an irrational number

      = 4$\pi$ - 4

      = 0

As the value of p(y) came 0 by Substituting the values y = $\pi$, so

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