Dividing Decimals with Partial Quotients and Remainders

What is the first step in the partial quotients division method when dealing with decimals?

• Multiply the divisor by the highest possible number.

• Identify how many times the divisor fits into the dividend.

• Divide without considering the decimal.

• Start by adding a zero to the dividend.

What do you do if there is a remainder in partial quotients division?

• Ignore the remainder.

• Add a zero to the remainder and adjust the dividend.

• Subtract the remainder from the dividend.

• Restart the division process.

What happens to the remainder in the partial quotients method?

• It is discarded.

• It is converted into a decimal.

• It is multiplied by the divisor.

• It is added to the quotient.

In the example of dividing 14 by 5, what is the correct placement of the decimal in the result?

• Between the 1 and the 4 in 14.

• After the last digit in the quotient.

• Between the 2 and the 8 in the quotient.

• No decimal is needed.

How is the decimal adjusted when a remainder exists in the division?

• The decimal is removed from the quotient.

• A zero is added to the remainder and the process continues.

• The decimal is moved to the left in the quotient.

• The decimal is moved to the right in the quotient.

What is the purpose of adding a zero to the remainder in partial quotients?

• To correct an error in calculation.

• To allow further division.

• To simplify the calculation.

• To increase the quotient's value.

How many groups of 5 can be taken from 352 in the example of dividing 35.2 by 5?

• 35 groups

• 70 groups

• 7 groups

• 20 groups

What is the final quotient when dividing 35.2 by 5?

• 704

• 70.4

• 7.04

• 7.4

In the division of 10.8 by 8, how many total groups of 8 are there?

• 8 groups

• 13 groups

• 18 groups

• 10 groups

What is the correct decimal placement in the quotient when dividing 10.8 by 8?

• 13.5

• 135

• 0.135

• 1.35