Remember that the general form of an exponential function is [y = ab^(x h) + k]. Answer the following questions in complete sentences on your choice of TWO functions below. Graph your functions on graph paper. Submit the two graphs being sure to note which two you chose. How are the graphs the same or different? State the domain for both functions. Do you see any similarities? State the range for both functions. Do you see any similarities? What can you state about the equations of the asymptote(s) for both functions? How does the graph of an exponential function change as the base changes? Explain how to find the inverse of an exponential function. Discuss your reasoning.

a. y= 2^x

b y= 2 ^-x

c y= (1/2)^(x+4) + 5

d. y= 4^x

e. y = 4 ^x

f. y= (1/4)^(x-3) - 1

g. y= 10 ^x

h. y = 10^-x

i. y= (1/10)^(x-2) +1

I had this question and I chose the equations for a. and d. I did not get all the credit and I wanted to see how it was done