2 = [tex]\sqrt{-m}[/tex] - 4
+4 +4
6 = [tex]\sqrt{-m}[/tex]
6² = ([tex]\sqrt{-m}[/tex] )²
36 = |-m|
36 = +/-m
36 = m , -36 = m +36 is not valid because m ≤ 0
Answer: -36
For g(m) = 2, we have m = -36
A linear function equation has the following form y = f(x) = a + bx.
A linear function has one independent variable and one dependent variable. Here, for the function y = f(x) we have the independent variable is x and the dependent variable is y.
Given function is g(m) = √-m - 4
Also given that g(m) = 2 .
⇒ 2 = √-m - 4
⇒ 6 = √-m
⇒ 36 = -m
∴ m = -36
We have the value of m as -36 when g(m) = 2.
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