find approximate value of, cos(89° , 30') ; given 1°=0.0175 radian
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Answer:
Step-by-step explanation:
Cos(89°30')=cos(90-1/2)°
=Cos90cos(1/2)+sin90sin(1/2)
=Sin(1/2)
1°=0.0175rad 1/2°=0.0175/2 rad=0.00875rad
For very small angle A , sinA can be approximated as sinA=A
So, sin(1/2)°=0.00875
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