Asked by Barry
find the exact value cos (-5 pi/ 12)
Answers
Answered by
Bosnian
( - 5 pi / 12 ) rad = - 75 °
cos ( - x ) = cos x
cos ( - 5 pi / 12 ) rad = cos ( 75 ° )
75 ° = 45 ° + 30 °
cos ( A + B ) = cos ( A ) * cos ( B ) - sin ( A ) * Sin ( B )
cos ( 75 ° ) = cos ( 45 ° + 30 ° ) = cos ( 45° ) * cos ( 30 ° ) - sin ( 45 ° ) * sin ( 30 ° )
Calculate this.
Exact value :
cos ( - 5 pi / 12 ) = ( sqrt 3 - 1 ) / ( 2 * sqrt 2 )
cos ( - x ) = cos x
cos ( - 5 pi / 12 ) rad = cos ( 75 ° )
75 ° = 45 ° + 30 °
cos ( A + B ) = cos ( A ) * cos ( B ) - sin ( A ) * Sin ( B )
cos ( 75 ° ) = cos ( 45 ° + 30 ° ) = cos ( 45° ) * cos ( 30 ° ) - sin ( 45 ° ) * sin ( 30 ° )
Calculate this.
Exact value :
cos ( - 5 pi / 12 ) = ( sqrt 3 - 1 ) / ( 2 * sqrt 2 )
Answered by
Lea
Suppose sin x =4/5 , 0<x<pi/2 and cos y = -1/2, pi/2 <y< pi
evaluate
cos (x-y)
evaluate
cos (x-y)
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