Division

Consolidating the relationship between multiplication and division. Knowing one fact means that you actually know four!

Move each digit one place to the right to divide by 10, two places to divide by 100; including the ones moving across the decimal point into the tenths.

More doubling and halving of decimal fractions and multiplying a decimal fraction by a single digit.

Square roots and cube roots. Only a very few numbers have a cube root which is an exact whole number. One way to find the cube root of a number is by trial and improvement.

Revision of the main concepts involved with the mental division of numbers. A reminder that a fraction is like a division sum.

Quick question sheets to check how well division facts are known and concepts are understood.

Making numbers 100 or 1000 times smaller with up to 4 decimal places.

Complete these division sums by writing the remainder as a fraction.

Dividing 4-digit numbers by 2-digit numbers using the short division method, with squares to help.

More practice using the short method of division.

Tricky long division practice with no remainders.

Use long division method, with squared paper.

More practice with using the long division method.

Long division with money. All the answers to these questions have a zero in the pounds column.

More short division practice. When dividing money don't forget to work to two decimal places.

Using efficient written methods to divide a 3-digit number by a 2-digit number.

Divide 4-digit numbers by 2-digit numbers, with whole number remainders.

Divide 4-digit numbers by 2-digit numbers, with fraction remainders.

We are now moving towards efficient, or standard written methods of division.