bsmithysmith
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$$2sin(2x)-3sin(x)=0$$
We did this in my class, but there were some parts where I was really confused. I know that we need to use the double angle formula, and the double angle formula for Sine is:
$$sin(2x) = 2sin(x)cos(x)$$
and correct me if I'm wrong. So what I had down is:
$$2(2sin(x)cos(x))-3sin(x)=0$$
From thereon, I don't know where I should distribute it or something else. I checked Wolframalpha (just in case), and it showed:
$$4cos(x)sin(x)-3sin(x)=0$$
I would think that the 2 would just distribute evenly, but how would I properly get through this part?
We did this in my class, but there were some parts where I was really confused. I know that we need to use the double angle formula, and the double angle formula for Sine is:
$$sin(2x) = 2sin(x)cos(x)$$
and correct me if I'm wrong. So what I had down is:
$$2(2sin(x)cos(x))-3sin(x)=0$$
From thereon, I don't know where I should distribute it or something else. I checked Wolframalpha (just in case), and it showed:
$$4cos(x)sin(x)-3sin(x)=0$$
I would think that the 2 would just distribute evenly, but how would I properly get through this part?