If p(y)=y2-32y+1 then find p(32). - Algebra

If `p(y) =y^2 - 3sqrt2y + 1` then find `p (3sqrt 2)`.

Sum

`p(y) = y^2 - 3sqrt2y + 1`

`:. p(3 sqrt 2) = (3 sqrt 2)^2 - 3sqrt 2 xx 3 sqrt 2 + 1`

= 9 × 2 - 9 × 2 + 1

= 18 - 18 + 1

= 1

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Value of a Polynomial

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Chapter 3: Polynomials - Practice Set 3.4 [Page 48]

Chapter 3 Polynomials
Practice Set 3.4 | Q (2) | Page 48

For x = 0 find the value of the polynomial x² - 5x + 5.

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`p(x) = x^3`

For the following polynomial, find p(1), p(0) and p(-2).

p(y) = y² − 2y + 5

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If x - 1 is a factor of the polynomial `3x^2 + mx ` then find the value of m.

Find the value of the polynomial f(y) = 6y – 3y² + 3 at y = 1

The sum of the polynomials p(x) = x³ – x² – 2, q(x) = x² – 3x + 1