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

If the function k is defined by k(h)=(h+1)^(2) , then k(k-2)=

Let a function of 2 variables be defined by h(x, y)=x^(2)+3xy-(y-x) , what is the value of h(5, 4) ?

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

A function satisfies g(5)=3 and g(3)=0, and a function h satisfies h(3)=-2 and h(0)=5.What is the value of h(g(3))?

h(x)=2^x The function h is defined above. What is h(5) − h( 3) ?

the function h defined by h(x)=x^((2)/(3))+2x is not a polynomial function.Why?

h(x)=cx^(2)+18 For the function h defined above, c is constant and h(2)=10. what is the value of h(-2)?

If f,\ g,\ h are real functions defined by f=sqrt(x+1),\ g(x)=1/x\ a n d\ h(x)=2x^2-3, then find the values of (2fg+g-h)(1)\ a n d\ (2f+g-h)(1)dot

If f,\ g,\ h are real functions defined by f=sqrt(x+1),\ g(x)=1/x\ a n d\ h(x)=2x^2-3, then find the values of (2fg+g-h)(1)\ a n d\ (2f+g-h)(1)dot