Question

sin theta into cos theta​

Answer 1

Answer:

SIN THETA × COS THETHA = 1.......

Step-by-step explanation:

SIN THETA × COS THETHA =1 .....

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Answer 2

Answer :

The trigonometric function sinФ is converted into the form of another trigonometric function i.e. cosine as

sinФ = √(1 - cos²Ф)

Given an equation y = sinФ and the given equation is to be converted in the form of cos function.

Now, using the identity

sin²Ф + cos²Ф = 1

we get, sin²Ф = 1 - cos²Ф

now, on applying square root on both the sides we get

sinФ = √(1 - cos²Ф)

So, the trigonometric function sinФ is converted into the form of another trigonometric function i.e. cosine

So, to conclude in a sentence, the  trigonometric function sinФ is converted into the form of another trigonometric function i.e. cosine as

sinФ = √(1 - cos²Ф)

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