Explain and Answer The Value Of
Cos162°=
Answers
Answered by
2
solution:
= cos ( 180° - 18°)
= - cos 18° [ cos (180° - theta)= -cos theta]
So,answer is -cos 18°
_____________
☺
= cos ( 180° - 18°)
= - cos 18° [ cos (180° - theta)= -cos theta]
So,answer is -cos 18°
_____________
☺
Answered by
1
Hola!
_____________
Here is your answer
Cos(162)
=> Sin( 90- theta)
Sin(theta)
Sin(90-162)
Sin(-72)
And now by using calculator
Sin(-72) => -0.9510
Or
Wkt
Cos(180-theta)
-cos(theta)
Cos(180-18)
-cos(18)
Hence
-cos(18) => -0.9510
___________________
Hope it's help you
_____________
Here is your answer
Cos(162)
=> Sin( 90- theta)
Sin(theta)
Sin(90-162)
Sin(-72)
And now by using calculator
Sin(-72) => -0.9510
Or
Wkt
Cos(180-theta)
-cos(theta)
Cos(180-18)
-cos(18)
Hence
-cos(18) => -0.9510
___________________
Hope it's help you
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