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What function has an inverse which is also one-to-one?

Sagot :

If a function is defined as z = f(x), then the inverse of the function f is x = f-1 (x) i.e. f-1 defined from z to x.

In mathematics, function is an expression that explains the relationship between the variable and other variable. In this expression, one variable is independent and the other is dependent. unction and into function.

There are four types of functions. There is one to one function, many to one function, onto function, one to one and onto function.

Inverse function refers to the expression where the original output becomes the opposite.

These are the expressions used in mathematics to solve the problems and equations. In other fields of science, inverse function is also used.

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