Find an antiderivative of secant squared

The video tutorial explains that the antiderivative of secant squared is tangent of X plus a constant C. It emphasizes the ability to pull out constants when dealing with antiderivatives. The tutorial concludes by reinforcing the simplicity of the concept.

What is the antiderivative of secant squared?

• Cotangent of X

• Cosine of X

• Tangent of X

• Sine of X

When dealing with antiderivatives, what can you do with a constant?

• Add it to the variable

• Ignore it

• Multiply it by the variable

• Factor it out

What is the result of factoring out a constant in an antiderivative?

• The constant is subtracted from the result

• The constant is divided by the antiderivative

• The constant is multiplied by the antiderivative

• The constant is added to the result

What is the antiderivative of secant squared expressed as?

• Cosine of X plus a constant

• Cotangent of X plus a constant

• Sine of X plus a constant

• Tangent of X plus a constant

How would you describe the process of finding the antiderivative of secant squared?

• Involves complex calculations

• Requires multiple steps

• Simple and straightforward

• Complicated and lengthy