Sin (3 beata )=cos (beata -7) can u all say this prblm
Answers
Answered by
0
Cos (90-3x) = cos (x-7)
90-3x=x-7
4x=97
X=24.25
90-3x=x-7
4x=97
X=24.25
Answered by
0
Hey there !!!!
sin(3β)=cos(β-7)-----Equation 1
We know that sinx=cos(90-x)
Similarly sin3β=cos(90-3β)
So,equation 1 changes to
cos(90-3β)=cos(β-7)-----Equation 2
But when cosA=cosB
⇒⇒⇒⇒ A=B
So,equation 2 changes to
cos(90-3β)=cos(β-7)
(90-3β)=(β-7)
90+7=β+3β
4β=97
β=97/4=24.25°
Hope this helped you........
sin(3β)=cos(β-7)-----Equation 1
We know that sinx=cos(90-x)
Similarly sin3β=cos(90-3β)
So,equation 1 changes to
cos(90-3β)=cos(β-7)-----Equation 2
But when cosA=cosB
⇒⇒⇒⇒ A=B
So,equation 2 changes to
cos(90-3β)=cos(β-7)
(90-3β)=(β-7)
90+7=β+3β
4β=97
β=97/4=24.25°
Hope this helped you........
Similar questions