Learn how to find the derivative using the constant multiple rule

The video tutorial explains how to calculate the derivative of a function by factoring out constants. The instructor demonstrates the process using an example, showing how to handle constants in derivative calculations. The key takeaway is that constants can be factored out, allowing for a simpler derivative computation.

Explain how the constant 4/5 is treated when taking the derivative of the function.

What is the process described for finding the derivative of a function when a constant is multiplied?

What is the derivative of the function mentioned in the text?

Describe the relationship between the derivative of a function and the constant multiplied by it.

What steps are involved in evaluating the derivative when a constant is present?