can some one show me how to get the critical values for y'=(3/2)(3x)^(-1/2)+2sin(x) on 0<=x<=2pi I know I need to set it equal to 0 to find the cv's but I can't seem to get the right answers. 

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Find the critical values if `f'(x)=3/(2sqrt(3x))+2sinx` for `0<=x<=2pi`

The critical values are where `f'(x)=0` or `f'(x)` fails to exist (if the function is defined at that point.)


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