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f tanx+sinx=m,tanx-sinx=n show that m^2-n^2=4(mn)^0.5.
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whr r u stuck
f tanx+sinx=m,tanx-sinx=n show that m^2-n^2=4(mn)^0.5.
lol, plug in the values of m and n
before plugging in write m^2-n^2 as (m+n)(m-n) it will be simplified.
m+n=2 tan x m-n = 2 sin x
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so Left side = 4sin x tan x
mn = tan^2 x - sin ^2 x using (a+b)(a-b)=a^2+b^2
which is sin^2 x tan^x so \(\sqrt{mn}\)= sin x tan x
which gives u what u wanted.
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