The polynomial p(x) and q(x) when divided by x+2 and x-3 leave a remainder of 3 and 5 respectively. So which of the following is true?
p(-2)+q(3)=8
p(2)-q(3)=-8
p(3)-q(-2)=-5
p(-3)-q(-2)=2
In this case, the remainders will be p(-2) and q(3) respectively. Hence the answer
For a polynomial p(x) when divided by x+3 leaves a remainder of 2 So which of the following is true?
The polynomials axax3- 3x2+4 and 2x3-5x+a when divided by x-2 leave the remainder p and q respectively.If p-2q=4 , find a
the polynomial P of x is equal to 4 x3-2 X2 + px + 5 and q of x is equal to x3+ 6 X2 + P leaves remainder A and B respectively when divided by X + 2 find the value of p if a + b is equal to 0