" 6.If for some function "h" given by "h(x)=kx^(2)+7x-4,h'(5)=97," find "k

If for the function h, given by h(x) = kx^(2)+7x-4, h^(')(5)=97 , find k

If for the function ‘f', given by : f(x)=kx^2+7x+4, f'(5)=97 , find k.

If for the function 'f', given by : f(x)=kx^(2)+7x+4, f^(')(5)=97 , find 'k'.

If for the function Phi(x)=lambda x^(2)+7x-4, Phiprime ^(^^)(5)=97, find lambda

If for the function "Phi"(x)=lambdax^2+7x-4,\ \ "Phiprime^"(5)=97 , find lambda .

If for the function varphi(x) = lambdax^2+7x-4 , varphi' (5) = 97, find lambda .

If function h is defined by h(x)= ax^(2)-7 and h(-3)=29 , what is h((1)/(2)) ?

Let f (x) =-4.e ^((1-x)/(2))+ (x ^(3))/(3 ) + (x ^(2))/(2)+ x+1 and g be inverse function of f and h (x)= (a+bx ^(3//2))/(x ^(5//4)),h '(5)=0, then (a^(2))/(5b^(2) g'((-7)/(6)))=

Let f (x) =-4.e ^((1-x)/(2))+ (x ^(3))/(3 ) + (x ^(2))/(2)+ x+1 and g be inverse function of f and h (x)= (a+bx ^(3//2))/(x ^(5//4)),h '(5)=0, then (a^(2))/(5b^(2) g'((-7)/(6)))=

Find the minima of the given function: h(x) = x^(2) +x