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Let f : R → R : f(x) = (3 - x3)1/3. Find f o f. |
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Answer» To find: f o f Formula used: (i) f o f = f(f(x)) Given: (i) f : R → R : f(x) = (3 - x3)1/3 We have, f o f = f(f(x)) =(3 - x3)1/3 f o f ={3 -{(3 - x3)1/3}]1/3 = [3 - (3 - x3)]1/3 = [3 - 3 + x3]1/3 = [x3]1/3 = x f o f (x) = x |
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