If a3 = 117+b3 and a= 3+b, then the value of a+b is (given that a>0 and b>0)
If
x= √a+2b+√aa-2b/√a+2b-√a-2b
then bx2-ax+b is equal to (given that b ≠ 0)
If the linear factors of ax2 - (a2+1) x+a are p and q, then p+q is equal to
If 4x2y = 128 and 33x32y-9xy = 0, then the value of x+y can be equal to
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