Fluently Dividing Multidigit Numbers with the Standard Algorithm

This video tutorial teaches how to fluently divide using the standard algorithm with three-digit divisors. It covers the use of benchmark numbers for quick calculations, emphasizes the importance of place value, and demonstrates the application of the standard algorithm. The tutorial also includes methods for checking and verifying solutions using partial products.

What is a benchmark number?

• A number used to estimate division results

• A number that is always a multiple of 10

• A number that is used to check addition

• A number that is used to solve subtraction problems

Why is place value important in division?

• It is only important in multiplication

• It helps in adding numbers correctly

• It ensures the division is mathematically correct

• It helps in estimating the result

In the division problem 8,192 divided by 32, where should the 200 be placed?

• Above the tens place

• Above the thousands place

• Above the ones place

• Above the hundreds place

What is the first step in solving 6,560 divided by 205 using the standard algorithm?

• Estimate using benchmark numbers

• Directly divide without estimation

• Subtract 205 from 6,560

• Multiply 205 by 10

How many times does 205 go into 6,560?

• 28 times

• 30 times

• 35 times

• 32 times

What is the purpose of using partial products in division?

• To find a new divisor

• To estimate the result

• To simplify the division process

• To check the accuracy of the division

What is the final step in verifying the division problem 205 times 32?

• Multiply the partial products

• Add the partial products

• Divide the partial products

• Subtract the products