How to add two binomials polynomials

The video tutorial addresses common mistakes students make when combining like terms, emphasizing the need for terms to have the same base and exponent. It explains the correct method for combining such terms, using vertical addition for clarity. The tutorial concludes with examples, highlighting the importance of maintaining the correct signs when rearranging terms.

Why is it incorrect to combine terms with the same base but different exponents?

• Because they have different exponents

• Because they have different bases

• Because they are not like terms

• Because they have different coefficients

What is the benefit of adding terms vertically?

• It allows for faster calculations

• It helps in aligning terms with the same base and exponent

• It reduces the number of terms

• It makes it easier to see the coefficients

What should you do if terms are not aligned correctly?

• Add them as they are

• Ignore the misalignment

• Subtract the misaligned terms

• Rearrange the terms to align them

When combining like terms, what is the result of M^2 + M^2?

• M^4

• 2M^2

• M

• M^3

What happens to exponents when you multiply terms?

• They remain the same

• They are divided

• They are subtracted

• They are added