Trigo help Solve for X.
\[\LARGE \sin^{-1}x+\cos^{-1}2x=\frac{\pi}{6}\]
I tried..2 ways
\[\LARGE \sin^{-1}(x \times \sqrt{1-\sqrt{1-4x^2}}+\sqrt{1-4x^2} \times \sqrt{1-x^2})\]
@ParthKohli @shubhamsrg
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right
@uri will help!! :O
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x=1/2
I know but I don't know how to do it,it i s obvious from question
sorry dude, not sure, I graphed it and it hit x axis at x= half
if it helps: cos^-1 (2x) = 1/2 (pi - 2 (sin^-1 (2x) ) so: sin^-1 (x) + cos^-1 (2x) = pi/6 sin^-1 (x) + 1/2 (pi - 2 (sin^-1 (2x) ) = pi/6 sin^-1 (x) - sin^-1 (2x) = -pi/3
@hartnn
i have a pretty long method, but getting a answer. i put x= sin y y+arccos (2sin y) = pi/6 on simplification gives tan y = 1/ sqrt 3 so i am getting a value for 'x' , donno whether the metod is correct
do you have answer ? is x=1/2 ?
yes!
i got x=1/2 from my method i mentioned
did you get my method ?
this is an easy question, just take sine ion both sides -_-
on* both sides*
ions !!
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