What is the inverse of g (n) = - 5n - 5

-n - 5

f^-1 (x) = 5 or (-n - 5) / 5

Step-by-step explanation:

g (n) = - 5n - 5

RS | SR

Replace: y = - 5n - 5

Switch n & y: n = - 5n - 5

Solve for y:

n = - 5y - 5. Isolate y

+5 + 5

-1 (n + 5) = (-5y) - 1 Multiply each side by

-1 so that y isn't

negative.

-n - 5 = 5y Divide 5 on each side. 5

5 5 comes from 5y

-n - 5

y = 5

Replace y with f^-1 (x):

-n - 5

f^-1 (x) = 5

y=-5n-5

switch the signs to find inverse and solve for y

n=5y-5

n+5=5y

divide by 5

1/5n+1=y

that's your inverse my dude