Question

Please give the answer!​

Answer 1

Let m be a non-zero integer and n be a positive integer. Let R be the remainder obtained on dividing the polynomial xn+mn by (x-m). Then

Let p and q be non-zero integers. Consider the polynomial

A(x) = x2+px+q

It is given that (x-m) and (x-km) are simple factors of A(x), where m is a non-zero integer and k is a positive integer, k≥ 2. Which one of the following is correct

If the polynominal

x6+px5+qx4-x2-x-3

is divisible by (x4-1), then the value of p2+q2 is 

If (s-a)+(s-b)+(s-c) =s, then the value of  (s-a)2 + (s-b)2+(s-c)2+s2/a2+b2+c2

will be

The sum and difference of two expressions are 5x2-x-4 and x2+9x+10 respectively. The HCF of the two expression

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