Applying long division with a remainder

This video tutorial explains how to divide a trinomial by a binomial using long division. It covers arranging terms in descending order, performing the division step-by-step, verifying results, and handling remainders. The tutorial uses examples to illustrate the process and emphasizes the importance of checking work to ensure accuracy.

What is the first step in dividing a trinomial by a binomial using long division?

• Arrange terms in ascending order

• Use the leading term for division

• Multiply the divisor by the constant

• Subtract the remainder

When multiplying the quotient by the divisor, what should you ensure?

• Multiply by the constant term

• Multiply by both terms of the divisor

• Ignore the remainder

• Only multiply by the leading term

What is the purpose of using parentheses during subtraction in polynomial division?

• To simplify the expression

• To apply the associative property

• To apply the distributive property

• To ignore the remainder

How do you handle the remainder in polynomial division?

• Add it to the quotient

• Subtract it from the divisor

• Write it as part of the final answer

• Ignore it

What happens when you subtract a negative term during polynomial division?

• It becomes more negative

• It turns into a positive term

• It remains unchanged

• It is ignored