if sin150 cos120is equals to the
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First of all, observe that 150=180−30.
Then, remember that we have
cos(180−x)=−cos(x)
sin(180−x)=sin(x)
Plug in x=30 to get
cos(180−30)=−cos(30)
sin(180−30)=sin(30)
the answer comes from the fact that cos(30)=√32 and sin(30)=12 are known values.
Then, remember that we have
cos(180−x)=−cos(x)
sin(180−x)=sin(x)
Plug in x=30 to get
cos(180−30)=−cos(30)
sin(180−30)=sin(30)
the answer comes from the fact that cos(30)=√32 and sin(30)=12 are known values.
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