How do you solve $2 cos x csc x = \sqrt{3} csc x$ $2cosxcscx=sqrt3cscx$ and find all solutions in the interval $0 \leq x < 360$ $0<=x<360$ ?

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Answer 1 · 2016-09-24T14:25:06

$x = 30˚ and 330˚$

$2cosxcscx - sqrt(3)cscx = 0$

$cscx(2cosx - sqrt(3)) = 0$

$cscx = 0" AND "cosx = sqrt(3)/2$

$x = O/" AND "x = 30˚ and 330˚$

Hopefully this helps!

How do you solve 2cosxcscx=sqrt3cscx2cosxcscx=√3cscx2cosxcscx=sqrt3cscx and find all solutions in the interval 0<=x<3600≤x<3600<=x<360?