Appreciate the value of function values. Scholars learn to determine the value of functions for given input values. The video includes examples with exponential, polynomial, absolute value, and rational functions.

Prepare early for higher-level math. Viewers of a short video learn to evaluate functions for specified values. They also see how to substitute x + h to evaluate a difference quotient like the one used when algebraically determining...

Apply the video to learn about applications of function notation. Viewers of an educational video see an example of how to use formulas written in function notation in real-life situations and how to interpret function notation. They...

Evaluate your ability to evaluate functions. Watching an instructional video helps scholars review how to evaluate functions. The video includes examples involving linear functions, quadratic functions, and constant functions.

What function does function notation have? Scholars learn how to evaluate functions and understand how to interpret function notation by watching an informative video. They also see how to write solutions in ordered pairs.

Function, function, what is your notation. Introduce your class to function notation with a video that shows examples of how to evaluate functions at numerical values along with algebraic values. The last example shows pupils...

Video serves as an introduction to function notation and provides examples. [2:43]

After this lesson, you will understand the concept of multiplying and dividing functions when the equations are in the same format. It is 3 of 7 in the series titled "Multiplication and Division of Functions."

After this lesson, you will understand the concept of multiplying and dividing functions when the equations are in the same format. It is 6 of 7 in the series titled "Multiplication and Division of Functions."

After this lesson, you will understand the concept of multiplying and dividing functions when the equations are in the same format. It is 7 of 7 in the series titled "Multiplication and Division of Functions."

After this lesson, you will understand the concept of multiplying and dividing functions when the equations are in the same format. It is 1 of 7 in the series titled "Multiplication and Division of Functions."