Find all solutions of the equation. 5 sin x - 8sqrt2 = 3 sin x- 7sqrt 2 A. x = (5pi)/4 + nπ or x = (7pi)/4 + nπ B. x = (pi)/4 + nπ or x = (3pi)/4 + nπ C. x = (pi)/4+ 2nπ or x = (3pi)/4 + 2nπ D. x = (5pi)/4 + 2nπ or x = (7pi)/4 + 2nπ I have figured out sin x=(sqrt2)/2 but how do I solve for x now?
5 sin(x)-8 squrt 2=3 sin(x)-7 sqrt (2)
evaluate like term
\[5\sin x- 8\sqrt{2}= 3\sin x-7\sqrt{2}\]
I know what sin x equals \[\sqrt{2} \div2\]
5 sin(x)-3 sin(x)=8 sqrt(2)-7sqrt(2) see clearer?
5sinx-3sinx=7sqrt2+8sqrt2 2sinx=15sqrt2
sinx=15sqrt2/2
can u solve it from here @sarah43 ???
@jiteshmeghwal9 its not gonna be 7 +8. its -7+8 making it 1 so its \[\sqrt{2}\]
I already solved it ppl. I dont know how to solve for the x I have |dw:1343498423098:dw|
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