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Find the value of polynomial p(z)= (3z×3z)- 4z + sqrt of 17, when z=3?
Most Upvoted Answer
Find the value of polynomial p(z)= (3z×3z)- 4z + sqrt of 17, when z=3?
We put the valUe of Z is 3 now,P(z)= (3×3×3×3)- 4×3+√17 = 81-12+√17 = 69+√17 thanks frnd:::::::;
Community Answer
Find the value of polynomial p(z)= (3z×3z)- 4z + sqrt of 17, when z=3?
Solution:

Given polynomial: p(z) = (3z × 3z) - 4z √17

We need to find the value of p(z) when z = 3.

Step 1: Substitute the value of z into the polynomial expression:

p(3) = (3(3) × 3(3)) - 4(3) √17

Simplifying this expression, we get:

p(3) = (9 × 9) - 12 √17

Step 2: Evaluate the expression:

p(3) = 81 - 12 √17

At this point, we cannot simplify the expression any further since the square root of 17 cannot be simplified into a whole number.

Thus, the value of p(z) when z = 3 is 81 - 12 √17.
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Find the value of polynomial p(z)= (3z×3z)- 4z + sqrt of 17, when z=3?
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