Find the derivative of natural logarithm using product property

The video tutorial explains the process of finding derivatives, focusing on the product of two terms involving logarithms. It highlights the importance of recognizing constants and applying logarithmic rules. The tutorial concludes with deriving the expression D over DX as 1/X, emphasizing the role of constants in derivatives.

What is the initial expression discussed in the video?

• 2 + X

• 2 * X

• X / 2

• X - 2

What is the derivative of a constant according to the video?

• 1

• Ln(X)

• X

• 0

What is the natural logarithm of a constant considered as?

• An equation

• A function

• A constant

• A variable

What is the derivative of Ln(X) as explained in the video?

• 0

• 1/X

• Ln(X)

• X

Which rule is applied to find the derivative of Ln(2) + Ln(X)?

• Sum Rule

• Chain Rule

• Quotient Rule

• Product Rule