App Logo

No.1 PSC Learning App

1M+ Downloads
In polynomial P(x) = ax³ + bx² + cx + d, P(1) =P(-1), find a + c

A-1

B1

C0

D2

Answer:

C. 0

Read Explanation:

P(x) = ax³ + bx² + cx + d P(1) = P(x) = a× 1³ + b× 1 ² + c× 1 + d = a + b + c + d P(-1) = a× -1³ + b× -1 ² + c× -1 + d = -a + b -c + d Since P(1) = P( -1) a + b + c + d = -a + b + -c + d 2a + 2c = 0 a + c = 0


Related Questions:

image.png
If p(x) is a third degree polynomial and s(x) is a fifth degree polynomial then find the degree of p(x)s(x)
The sum of roots of the equation 5x211x+6=05x^2-11x+6= 0 is:
The number of solutions to the pair of linear equations 5x-3y = 7 and 7x + 4y = 18 is:
Find the quadratic equation that has (1 + √3) as one of its roots.