Prove that the function f(x) = tan x - 4x is strictly decreasing on ( -pi3, pi3 ) .
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![Find the number of solution in [ 0, 2 pi ] satisfying ( log √(3)tan x ) ( √(logtantheta3 + log(√(3)) ^3log√(3))) = - 1 , and why?](https://dwes9vv9u0550.cloudfront.net/images/4691286/c6ee88ad-6955-43dd-905d-c608dc16ac96.jpg "Find the number of solution in [ 0, 2 pi ] satisfying ( log √(3)tan x ) ( √(logtantheta3 + log(√(3)) ^3log√(3))) = - 1 , and why?")
Find the number of solution in [ 0, 2 pi ] satisfying ( log √(3)tan x ) ( √(logtantheta3 + log(√(3)) ^3log√(3))) = - 1 , and why?
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