Formulas:
- Cos(alpha+-beta)=CosalphaCosbeta-+SinalphaSinbeta
- Sin(alpha+-beta)=SinalphaCosbeta+-CosalphaSinbeta
- Sinx+Siny=2Sin x+y/2Cos x-y/2
- Sinx-Siny=2Cos x+y/2Sin x-y/2
- Cosx+Cosy=2Cos x+y/2Cos x-y/2
- Cosx-Cosy=-2Sin x+y/2Sin x-y/2
- Step one: Look on the trig chart and see if any of the degrees add up to give you 150 degrees. 90+60=150
- Step two: Place 90 and 60 in the formula, sin(alpha+-beta)=sinalphacosbeta+-cosalphasinbeta
- Step three: Sin(90+60)=Sin90Cos60+Cos90Sin60
Amber :)
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