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sin(arctan(4/3)) I'll draw the triangle below. part 1: Find the measure of the hypotenuse of this triangle. part 2: Angle theta is the angle whose tangent is 4/3. Find the sine of angle theta.
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Right, it wants to know the sine of a triangle that has a tangent of 4/3. So now you just need to find the hypotenuse by pythagorean theorem.
oh my gosh, how did I not know that!? Wow that was such an obvious answer! haha! I was totally thinking of some complicated method!
Lol, yeah, nothing crazy xD
I know what to do now for the next part, thanks so much! :)
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This is a 3-4-5 triangle. Now that you know hypotenuse, Solve:\( \tt 5\sin)\theta)=4 \) for \( sin(\theta\)) and you're done.
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