
Find the value of
Answer
489.9k+ views
Hint: To solve this question, we will use some basic trigonometric ratios of complementary angles to evaluate the given expression. If is an acute angle, then
Complete step-by-step answer:
We have,
……….. (i)
We can write as:
And we know that,
If is an acute angle, then
So,
Putting this in equation (i), we will get
Hence, we can say that
Note: Whenever we are asked such types of questions, first we have to find out which trigonometric identity is mentioned in the question. Then we will use basic trigonometric ratios and by putting them into that identity, we will get the required answer.
Complete step-by-step answer:
We have,
We can write
And we know that,
If
So,
Putting this in equation (i), we will get
Hence, we can say that
Note: Whenever we are asked such types of questions, first we have to find out which trigonometric identity is mentioned in the question. Then we will use basic trigonometric ratios and by putting them into that identity, we will get the required answer.
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