What is 1-cos^2 23 degrees - cos^2 67 degrees ? Thanks!
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What is the value of cos^2 67°-sin^2 23?
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Rony Sharma, Lecturer at Indian Institute of Technology, Bombay (2012-present)
Answered April 2, 2018
Cos(67)-sin(23).
=cos(π/2-23)-sin(23).
=sin(23)-sin(23). [cos(π/2-23)=sin(23)
=0
OR
cos^2 67−sin^2 23
This can be written as:
sin^2(90–67) -sin^2 23
[As sin(90–α)=cos α]
So, sin^2 23−sin^2 23=0
Thus,the answer is 0.
Answered by
1
Answer:
0
Step-by-step explanation:
cos ^2(90-23)
=sin^23
1-cos^23= sin^23
thus, sin^23-sin^23
=0
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