Long Division

How do you find the remainder in long division?

• After dividing and multiplying, subtract the result from the current number to find the remainder.

• Add the divisor to the quotient to find the remainder.

• Multiply the divisor by the quotient to find the remainder.

• Divide the remainder by the divisor to find the final answer.

What does 'R' stand for in division problems?

• Result

• Remainder

• Ratio

• Repetition

What is the first step in long division?

• To add the dividend and divisor together.

• To see how many times the divisor can fit into the first part of the dividend.

• To multiply the divisor by the first digit of the dividend.

• To subtract the divisor from the dividend.

What is long division?

• Long division is a method of dividing larger numbers by breaking the division process into simpler steps.

• Long division is a technique used to multiply large numbers quickly.

• Long division is a way to add fractions with different denominators.

• Long division is a method for finding the square root of a number.

If you have 497 pencils and divide them among 13 classes, how do you find out how many each class gets?

• Perform long division to find the quotient and remainder, which tells you how many pencils each class gets and how many are left over.

• Simply divide 497 by 13 and ignore the remainder.

• Multiply 497 by 13 to find the total number of pencils needed.

• Add 497 and 13 to find the total number of pencils each class gets.

What does 'dividend' mean?

• The number that is being divided in a division problem.

• The result of a division problem.

• The number that divides another number in a division problem.

• A term used to describe a fraction.

What does 'divisor' mean?

• The number that is divided by another number.

• The number by which the dividend is divided.

• The result of a division operation.

• The number that is added to the dividend.

What is the 'quotient'?

• The result of the addition operation.

• The result of the division, representing how many times the divisor fits into the dividend.

• The total amount before any operation is performed.

• The difference between two numbers.

What is the significance of the final answer in a long division problem?

• It shows only the quotient without the remainder.

• It provides the quotient and the remainder, giving a complete solution to the division problem.

• It indicates whether the division was successful or not.

• It is only important for checking the work done.

What does 'remainder' mean?

• The total amount before division is performed.

• The amount left over after division when the dividend cannot be evenly divided by the divisor.

• The result of a division operation that is always a whole number.

• The process of dividing one number by another.