what is the value of (cos2 67°-sin2 23°) ?
Answers
Answered by
1
cos
This can be written as:
sin^2(90–67) -sin^2
[As sin(90–α)=cos α]
So,
Thus,the answer is 0.
This can be written as:
sin^2(90–67) -sin^2
[As sin(90–α)=cos α]
So,
Thus,the answer is 0.
Answered by
1
Heya !!!
( Cos² 67° - Sin² 23° )
As we know that,
Cos² (90- Theta ) = Sin² theta
So,
=> Cos² ( 90° - 23°) - Sin² 23°
=> Sin² 23° - Sin² 23°
=> 0
★ HOPE IT WILL HELP YOU ★
( Cos² 67° - Sin² 23° )
As we know that,
Cos² (90- Theta ) = Sin² theta
So,
=> Cos² ( 90° - 23°) - Sin² 23°
=> Sin² 23° - Sin² 23°
=> 0
★ HOPE IT WILL HELP YOU ★
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