Question

Determine the range value for the function m(x) = x + 6 if the domain value is -4. Show all work.

Range value=

Answer 1

Explanation :

To find the range value for the given function m(x) = x + 6, we need to substitute the domain value of -4 into the function and solve for the corresponding range value.

m(x) = x + 6

Substituting x = -4:

m(-4) = -4 + 6

m(-4) = 2

Therefore, when the domain value is -4, the range value is 2.

Answer 2

Answer:

Range = 2

Step-step explanation:

To determine the range value for the function m(x) = x + 6 when the domain value is -4, we need to substitute the domain value (-4) into the function and calculate the corresponding output (range value).

Substituting x = -4 into the function m(x) = x + 6:

m(-4) = -4 + 6
= 2

Therefore, when the domain value is -4, the range value for the function m(x) = x + 6 is 2