Writing end behavior using limit notation

The video tutorial explains the process of multiplying expressions, focusing on the FOIL method and identifying leading terms. It emphasizes the importance of the leading term in polynomial expressions and demonstrates how to multiply exponents by adding powers. The tutorial concludes with an interpretation of graph behavior, discussing limits as x approaches infinity.

What is the result of multiplying 2X by 2X using the FOIL method?

• 4X

• 2X^2

• 4X^2

• 8X

Why is the leading term important in polynomial multiplication?

• It is always the smallest term.

• It determines the polynomial's degree.

• It simplifies the calculation.

• It is the only term that matters.

What is the leading term when multiplying two polynomials resulting in 36X^4?

• 36X^4

• 36X^3

• 36X^2

• 36X^5

How does a polynomial function behave as x approaches negative infinity?

• It remains constant.

• It goes to zero.

• It goes to negative infinity.

• It goes to positive infinity.

What happens to the polynomial function as x approaches positive infinity?

• It goes to zero.

• It goes to negative infinity.

• It goes to positive infinity.

• It remains constant.