Graph the function h: Z→Z, defined by h(x)=| 3

determine the continuity of the function at a.

Use the mapping rule to transform the parent function y=x5 to f(x)= 5/96(x+2)(x-1/2)(x+1)3.   The mapping rule involves transforming the y=x5 table of values into a new table of values for f(x). The mapping rule is x/k+d to transform x values, and ay+c to transform y values in the general form y=af(k(x-d))+c. Please include both tables of values for the transformation.

Consider the function g defined by g(x) = x5+x3+x.  b. Find (g-1)'(3)