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A function with an inverse is described to be_____A.one to many.B.one to one.C.many to one.D.many to many

Sagot :

DubuChewyidn

Answer

A function with an inverse is described to be

B. one to one

Example:

g(x) = x² for x ≥ 0

  • This function is a quadratic function that squares the input value
  • An inverse function can exist because every element in the domain has a single correspondence with an element in the codomain, making the function one-to-one.

— Because each element in the domain corresponds to only one element in the codomain, a function having an inverse is one-to-one, which makes it possible for an inverse function to exist.

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