sin60 cos60 + sin30 cos60
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Answered by
1
sin 60° = √3/2
cos 60°= 1/2
sin 30°= 1/2
cos 30°= √3/2
Therefore,
sin 60cos 60 + sin 30 cos 30
= √3/2*1/2+√3/2*1/2
= √3/4+√3/4
= 2√3/4
= √3/2
cos 60°= 1/2
sin 30°= 1/2
cos 30°= √3/2
Therefore,
sin 60cos 60 + sin 30 cos 30
= √3/2*1/2+√3/2*1/2
= √3/4+√3/4
= 2√3/4
= √3/2
Answered by
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Hey there !!
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sin60° cos60° + sin30° cos60°
= ( √3/2 . 1/2 ) + ( 1/2 . √3/2 )
= √3/4 + √3/4
= ( √3 + √3 ) / 4
=> 2√3 / 4
=> √3/2
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sin60° cos60° + sin30° cos60°
= ( √3/2 . 1/2 ) + ( 1/2 . √3/2 )
= √3/4 + √3/4
= ( √3 + √3 ) / 4
=> 2√3 / 4
=> √3/2
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