Adding two functions

The video tutorial explains how to add two functions using the notation F + g of X. It emphasizes the importance of adding like terms and provides a step-by-step example of adding the functions 2X + 1 and 3X^2 + 11X - 4. The tutorial concludes with the final result of the addition, demonstrating the process of combining like terms to achieve the equation 3X^2 + 13X - 3.

What does the notation F + g of X represent?

• Dividing two functions

• Adding two functions

• Multiplying two functions

• Subtracting two functions

When adding functions, what must be true about the terms being added?

• They must be constants

• They must be different terms

• They must have the same coefficient

• They must be like terms

In the example given, what is the expression for G of X?

• 2X^2 + 11X - 4

• 3X^2 + 11X + 4

• 3X^2 + 11X - 4

• 2X + 1

What is the result of adding F of X and G of X in the example?

• 3X^2 + 11X + 3

• 3X^2 + 11X - 3

• 3X^2 + 13X + 3

• 3X^2 + 13X - 3

Which term in F of X can be added to a term in G of X?

• 1 can be added to 3X^2

• 2X can be added to 11X

• 1 can be added to 11X

• 2X can be added to 3X^2