" Q.10Find the least value of "(2p^(2)+1)x^(2)+2(4p^(2)-1)x+4(2p^(2)+1)" for real values of "p" and "x" ."

The least value of the quadratic polynomial, f(x) = (2p^(2) + 1) x^(2) + 2 (4p^(2) - 1) x + 4(2p^(2)+1) for real values of p and x is

The least value of the quadratic polynomial, f(x) = (2p^(2) + 1) x^(2) + 2 (4p^(2) - 1) x + 4(2p^(2)+1) for real values of p and x is

Find the value of : 1/2 p^(2) xx 4p^(2)q xx(-3 p)

If p(x)= 2-x^(2) find the value of p(-1)?

If x^(2)-3 x+2 is a factor of x^(4)-p x^(2)+q , then the values of p and q are

If p^4+q^4= (p^2+ xpq+ q^2),(p^2-xpq+ q^2) .Find the value of x.

If 16x^(2)-p=(4x-(1)/(3))(4x+(1)/(3)) then find the value of p

if p = (4xy)/(x + y) , find the value of (p+2x)/(p-2x) + (p+2y)/(p-2y) .