1 Answer
My dear friend, remember! finding the inverse of all function is not possible.
The inverse of function exists "if & only if" the function is "one-one & onto",
so the problem you have provided is "ambigious"
Ask the sensible question from next time. Then I will certainly provide you the answer to your problem.
tya bata dherai tada parcha tesaila
12 years ago. Rating: 1 | |
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