How to use the long division to help you divide two numbers, the long way

The video tutorial explains the components of long division, including the divisor, dividend, and quotient. It provides a step-by-step guide on performing long division, handling remainders, and understanding the solution. The tutorial emphasizes the importance of understanding the vocabulary and concepts involved in long division, such as the algorithm and how to write the solution as a product.

What is the term used for the number that is divided into the dividend in long division?

• Quotient

• Divisor

• Remainder

• Product

In the long division process, what is the first step after determining how many times the divisor fits into the first digit of the dividend?

• Bring down the next digit

• Subtract the product from the dividend

• Multiply the divisor by the quotient

• Add the numbers

What should you do if the divisor does not divide into the current number in the dividend?

• Subtract the divisor from the current number

• Bring down the next digit

• Multiply the divisor by zero

• Add a zero to the quotient

How is the remainder used in expressing the final answer of a long division problem?

• It is ignored

• It is subtracted from the quotient

• It is divided by the divisor and added to the quotient

• It is added to the quotient

How can a division problem be rewritten as a product?

• By dividing the dividend by the quotient

• By subtracting the remainder from the dividend

• By multiplying the quotient by the divisor and adding the remainder

• By adding the divisor to the quotient