littlemathquark
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- İf ##-1+\dfrac{2}{1-x}=\sqrt 3## then find ##\dfrac{2x}{1-x^2}\cdot \sqrt 3##
İf ##-1+\dfrac{2}{1-x}=\sqrt 3## then find ##\dfrac{2x}{1-x^2}\cdot \sqrt 3##
I can solve it with two ways:
1) directly by finding ##x##
2) Let ##x=\tan\alpha## and go on and answer is ##1.##
But I need another way. Are there an another way?
I can solve it with two ways:
1) directly by finding ##x##
2) Let ##x=\tan\alpha## and go on and answer is ##1.##
But I need another way. Are there an another way?