sin 52+ sin68+ sin172=??
vampire002:
are these in radians or degrees
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hey mate here is your answer
sin52° + sin68° + sin172°
so, sin(60-8) + sin(60+8) + sin(180-8)
now by using sin(a+b)=sina.cosb+sinb.cosa
and sin(a-b)=sina.cosb - sinb.cosa
and ASTC rule
we get
sin60.cos8-sin8cos60+sin60.cos8+sin8cos60 + sin8
put value of known one
√3/2.cos8 + √3/2.cos8 + sin8
√3.cos8+sin8
hope it will help you
mark me brainliest ✌✌✌
sin52° + sin68° + sin172°
so, sin(60-8) + sin(60+8) + sin(180-8)
now by using sin(a+b)=sina.cosb+sinb.cosa
and sin(a-b)=sina.cosb - sinb.cosa
and ASTC rule
we get
sin60.cos8-sin8cos60+sin60.cos8+sin8cos60 + sin8
put value of known one
√3/2.cos8 + √3/2.cos8 + sin8
√3.cos8+sin8
hope it will help you
mark me brainliest ✌✌✌
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