The inverse of the given function are x = 3 f(x) - 6 , x = 3 h(x) - 6 , x = 3h(x) +6 , x = h(x)/3 +2/3 and x = h(x)/3 + 2.
What is an inverse function?
An inverse function is a function where dependent and independent variables interchange.
For example, if we have a function y = x + 3 then their y will be independent and x is dependent.
If we change it by x = y -3 where x will be independent and y will be dependent.
In the first given function
f(x) = x/3 + 2 now
x = 3 f(x) -6 will be first inverse function.
In the second given function
h(x) = x/3 +2 now
x = 3 h(x) - 6 will be inverse.
In the third given function
h(x) = x/3 -2 now
x = 3 h(x) + 6 will be inverse.
In the fourth given function
h(x) = 3c -2 now
x = h(x)/3 +2/3 will be inverse.
In the fifth given function
h(x) = 3x - 6 now
x = h(x)/3 +2 will be inverse.
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