Advertisements
Advertisements
प्रश्न
Find the value of the polynomial f(y) = 6y – 3y2 + 3 at y = –1
उत्तर
When y = –1
f(y) = 6y – 3y2 + 3
f(–1) = 6(–1) – 3(–1)2 + 3
= – 6 – 3 + 3
= – 6
APPEARS IN
संबंधित प्रश्न
For x = 0 find the value of the polynomial x2 - 5x + 5.
If p(y) = 2y3 − 6y2 − 5y + 7 then find p(2).
Find the value of the polynomial 2x − 2x3 + 7 using given values for x.
x = 3
Find the value of the polynomial 2x - 2x3 + 7 using given values for x.
x = -1
Find the value of the polynomial 2x − 2x3 + 7 using given values for x.
x = 0
For the following polynomial, find p(1), p(0) and p(-2).
p(x) = x4 − 2x2 − x
For the polynomial mx2 − 2x + 3 if p(−1) = 7 then find m.
If x - 1 is a factor of the polynomial `3x^2 + mx ` then find the value of m.
For which the value of m, x + 3 is the factor of the polynomial x3 − 2mx + 21?
Find the value of the polynomial f(y) = 6y – 3y2 + 3 at y = 0