1-Compare and contrast the functions given by f(x) =4^x+1 (it's 4 to the power of x+1) and h(x)=4*2^2x+3

2- a decreasing exponential function has a y-intercept of (0,5) and an asymptote of y=-4. Is it still possible to write more than one equation to satisfy the conditions? Explain why or why not.

3- give a different equation that could represent each of the following functions

a) f(x) =2^-x

b) f(x)= 1/2* 2^x

c)f(x)=2*2^x+3

3- Write two equations to represent the same exponential function with y-intercept (0,3) and an asymptote at y=4

4- Write a equation to represent each of the following graphs using the indicated base

A) base 2, points on the graph (-1,4),(0,7)

b) base 1/2, points on the Graph (0,1), (-1,5) and (-2, 13)

c) Base 3, points on graph (2,-7), (1,-1) and (0,1)