Question

Sin square theta into cos square theta is equal to

Answer 1

Aww... There is no formula of sin ^2theta *cos ^2 theta...

Answer 2

Given:

$sin^2\theta*cos^2\theta$

To Find:

The value of the given equation

Solution:

This equation can be expressed into many forms in terms of many trigonometric identities which will be used accordingly with respect to the question. The list of identities it can be expressed in it are

• $(sin\theta cos\theta)^2$
• $sin^2\theta - sin^4\theta$
• $cos^2\theta - cos^4\theta$
• $\frac{1}{4} sin^{2}2\theta$

• $\frac{1}{8}(1-cos4\theta)$

These are the same as the given equation u just need to identify the use of each identity accordingly to get the grip of these formulas

Hence, Sin square theta into cos square theta is equal to the above-stated identities.