If a=(4x y)/(x+y) , find the value of (a+2x)/(a-2x)+(a+2y)/(a-2y) .
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Докажите, что верно равенство (x-y)(x+y)-(a-x+y)(a-x-y)-a(2x-a)=0.
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![Find the limit of [sqrt(a+2x) - sqrt(3x)] / [sqrt(3a+x) - 2sqrt(x)] as x tends to a. - YouTube](https://i.ytimg.com/vi/fWIykKnXzAg/maxresdefault.jpg "Find the limit of [sqrt(a+2x) - sqrt(3x)] / [sqrt(3a+x) - 2sqrt(x)] as x tends to a. - YouTube")
Find the limit of [sqrt(a+2x) - sqrt(3x)] / [sqrt(3a+x) - 2sqrt(x)] as x tends to a. - YouTube
