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2sin(3pie/4) = 1 solve for 0 is less than or equal to x less than 2pie
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\[\sin (3\pi/4)\]=1/2,\[0\le x \le 2 \pi\] where is x in question...?
what to solve...?
oh sorry (3pie/4 (x))
ok...x is in multiplication or division..?
multiplication
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Oh i solved it!
wow superb!
lol., good:) how many values u got ?
5
:O how ?
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well it says to find within 0- 2pie
so you have to add the period to the reference angle which is x to solve for the other solutions
\[\sin ((3 \pi/4 )x)=1/2\] \[(3\pi/4)x=\sin^{-1} (1/2)\] \[(3\pi/4)x=\pi/6,5\pi/6\] \[x=\pi/6*(4/(3\pi)),(5\pi/6)*(4/(3\pi))\]
Thanks! :)
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