Find the antiderivative using the pythagorean identites

What identity can be used to rewrite tangent squared?

• Sine squared plus cosine squared

• Secant squared minus one

• Cotangent squared plus one

• Cosecant squared minus one

What is the purpose of rewriting tangent squared in terms of secant squared?

• To make the expression more complex

• To convert it into a polynomial

• To eliminate all trigonometric functions

• To simplify the expression for easier integration

What is the antiderivative of secant squared?

• Tangent of P

• Sine of P

• Cosine of P

• Cotangent of P

What additional term appears in the integration result besides tangent of P?

• 5P

• 3P

• 4P

• 2P

Why is it important to remember the frequent appearance of tangents in integration?

• Because they are rarely used

• Because they often simplify the process

• Because they complicate the process

• Because they are always the final result