Question

Y=1/4x-5 ;domain={-8,-4,12}

Answer 1

For the equation
`\(Y = (1)/(4)x - 5\)` with a domain
`\{-8, -4, 12\},` the corresponding values are
`\(Y(-8) = -7, Y(-4) = -6, Y(12) = -2\).`

Let's find the corresponding values of \(Y\) for each \(x\) in the given domain
`\{-8, -4, 12\):`

1. For
`\(x = -8\):`

`\[Y = (1)/(4)(-8) - 5 = -2 - 5 = -7\]`

2. For
`\(x = -4\):`

`\[Y = (1)/(4)(-4) - 5 = -1 - 5 = -6\]`

3. For
`\(x = 12\):`

`\[Y = (1)/(4)(12) - 5 = 3 - 5 = -2\]`

So, the corresponding values of \(Y\) for the given domain are:

`\[Y(-8) = -7, \quad Y(-4) = -6, \quad Y(12) = -2\]`

The probable question maybe:

"What are the corresponding values of Y for each x in the given domain
`\{-8, -4, 12\}?`