what’s the equation that relates x and y in each ordered pair of
exponential function.
![whats the equation that relates x and y in each ordered pair of exponential function class=](https://us-static.z-dn.net/files/dbd/0beb671a32ad4d8ee8bbbdfe180b99b0.png)
Answer:
the ordered pairs are (-1,3/4), (0,3), (1,12), and (2,48)
an exponential function looks like this:
y=ab^x
substitute the x and y values
3/4=ab^(-1)
3/4=a/b
3=ab^0
3=a*1
3=a, so b=4
y=ab^x
y=3(4^x) is the equation that you want
if x=-1, then y=3/4
if x=0, then y=3
if x=1, then y=12
if x=2, then y=3*4^2=3*16=48