Question

For the equation y = 8 • 2^x , complete the table

Answer 1

The table for the exponential equation
`\( y = 8 \cdot 2^x \)` is completed with the corresponding values of ( y ) for the provided ( x ) values: -2, -1, 0, 1, and 2.

For the given exponential equation
`\( y = 8 \cdot 2^x \)`, let's substitute the given values of ( x ) into the equation to complete the table:

x | y

−2 |
`8.2^(-2) =(8)/(4) =2`

−1 |
`8.2^(-1) =(8)/(2) =4`

0 |
`8.2^(0) =8`

1 |
`8.2^(1) = 8.2 =16`

2 |
`8.2^(2) = 8.4 =32`

​The completed table shows the corresponding values of ( y ) for each given ( x ) in the exponential equation.

The question probable may be:

For the exponential equation
`\( y = 8 \cdot 2^x \)`, complete the table below:

x | y

−2 |

−1 |

0 |

1 |

2 |

​

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