Question

Use the equation and type the ordered-pairs.

y = 3^x

(-1,__), (0,__), (1,__), (2,__), (3,__), (4,__)

Answer 1

Answer:
`(-1,(1)/(3)),\ (0,1),\ (1,3),\ (2,9),\ (3,27),\ (4,81)`

Explanation:

The given exponential function :

`y=3^x`

At x = -1, we get

`y=3^(-1)=(1)/(3)`

At x = 0, we get

`y=3^(0)=1`

At x = 1, we get

`y=3^(1)=3`

At x = 2, we get

`y=3^(2)=9`

At x = 3, we get

`y=3^(3)=27`

At x = 4, we get

`y=3^(4)=81`

Hence, the completed ordered pairs are :
`(-1,(1)/(3)),\ (0,1),\ (1,3),\ (2,9),\ (3,27),\ (4,81)`

Answer 2

See the attachment for a table. Of course, the first ordered pair is (-1, 1/3).