It the function `f(x) = ((5^(sinx) - 1)^(2))/(x log (1 +2 x)) `for `x ne 0` is continous at x =

Name: It the function `f(x) = ((5^(sinx) - 1)^(2))/(x log (1 +2 x)) `for `x ne 0` is continous at x =
Uploaded: 2024-11-11T05:08:20+03:00
Duration: 6 min 58 s
Description: It the function `f(x) = ((5^(sinx) - 1)^(2))/(x log (1 +2 x)) `for `x ne 0` is continous at x =

It the function `f(x) = ((5^(sinx) - 1)^(2))/(x log (1 +2 x)) `for `x ne 0` is continous at x = 0 find f(0).

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It the function `f(x) = ((5^(sinx) - 1)^(2))/(x log (1 +2 x)) `for `x ne 0` is continous at x = 0 find f(0).

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