Question

Will make brain list

Answer 1

For h(x), to find out the maximum, you would need to use this formula:
`c-((b^(2) )/(4a) )`

We are given the equation:
`h(x)=-x^(2)+4x-2`.

So, a = -1, b = 4, and c = -2. Then, substitute the numbers into the formula:

h(x)'s maximum =
`c-((b^(2) )/(4a) )`

=
`(-2)-(((4)^(2) )/(4(-1)) )`

=
`(-2)-((16 )/(-4) )`

=
`(-2)-(-4)`

=
`2`

For g(x), to find out the maximum, just look at the highest point of y on the graph of the function, which is 2.

Thus, the answer you have chosen is the correct answer, which is choice 3: functions g and h have the same maximum of 2. Hope this helps :)