Math Book Cambodia: Solve the equation `sin^2012x+cos^2012x=1/2^1005`

Saturday, March 18, 2023

Solve the equation $\sin^{2012} x + \cos^{2012} x = \frac{1}{2^{1005}}$ $sin^2012x+cos^2012x=1/2^1005$

Solve the equation $\sin^{2012} x + \cos^{2012} x = \frac{1}{2^{1005}}$ $sin^2012x+cos^2012x=1/2^1005$

I will solve this problem by Khmer language and in order to solve this problem, you have to use derivative of function which you call find the minimum value of function .
This is the problem 02 of Vietnamese Out-Standing Student grade 12.

In Khmer language, I translate and solve for you.

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