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One-one onto (gof)-1 = f-1og-1 |
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Answer» To prove (gof)-1 = f-1og-1 (f-1og-1) 0 (gof) = (f-1og-1)(og) of = (f-1o(g-1og)) of = (f-1oIB) of = IA Hence, (gof) 0 (f-1og-1) = IC Hence, (gof)-1 = f-1og-1 |
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