Question

If `g(x)=3/5x+12`, what is `g(-10)`?

Answer 1

`g(-10) = 6`

Explanation:

Recall: `f(x) = y`

Any value of `x` is linked to a matching value of `y`

Compare `g(color(red)(x))=3/5color(red)(x)+12` and `g(color(red)(-10))`

Where there was `color(red)(x)`, there is `color(red)(-10)`.

If `color(red)(x = -10)`, then what is the value of `y`?

`g(color(red)(-10))=3/5color(red)((-10))+12`

`=-6+12`

=`6`