If f is a bijection and g is the inverse of f; then `fog = I_B` and `gof = I_A` where `I_A` and `I_B

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If f:A→B is a bijection and g:B→A is the inverse of f, then fog = IB and gof =IA, where IA and IB arIf f:A→B is a bijection and g:B→A is the inverse of f, then fog = IB and gof =IA, where IA and IB ar
Properties of inverse function:If f:A to B and g:B to A is an inverse of Properties of inverse function:If f:A to B and g:B to A is an inverse of 'f' then fog=I_B & gof=I_A
If f and g are two bijections; then gof is a bijection and `(gof)^-1 = f^-1 o g^-1`If f and g are two bijections; then gof is a bijection and `(gof)^-1 = f^-1 o g^-1`
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If the function f:A to B is one-one onto and g:B to A , is the inverse of f, then fog =? | 12 | ...If the function f:A to B is one-one onto and g:B to A , is the inverse of f, then fog =? | 12 | ...
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