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sin(x)+sin(pi-x) equals...? how do you get the answer?
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you can use the subtraction angle formula if it is not obvious
but it may be clear that \[\sin(\pi-x)=\sin(x)\]
in which case you get 0
sorry I'm horrible at math. what is the subtraction angle formula?
it is \[sin(a-b)=sin(a)cos(b)-sin(b)cos(a)\] in this case use \[a=x,b=\pi\] and you will get it
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if u check the graph of sin x you will see that sin x = sin (pi - x)
you get \[\sin(\pi)\cos(x)-\sin(x)\cos(\pi)=0-\sin(x)\times -1=\sin(x)\]
jimmyrep is right. if you graph them you will see the same thing
thank you so much! i have a placement test for math and this will really help me figure stuff out!
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