Block 1: Multiplication and Division

Today we are going to see how to divide a 2-digit number by a single digit using the short division method. Place value charts illustrate the process.

Today we are going to see what happens when we divide a 2-digit number by a single digit. We will use base ten blocks and a place value chart.

Today we will divide a 2-digit number by a single digit. The answer will have a remainder. We are going to use base 10 blocks and a place value chart.

Using bar models to double 2-digit numbers.

Using base 10 blocks to double 2-digit multiples of 10.

Using bar models to double 3-digit multiples of 100.

Using base 10 blocks to help double 2-digit numbers.

Using partitioning to help understand 11x and 12x tables.

A look at the 11x table.

More work on the 11x table.

An introduction to the 12x times table up to 12 x 12 = 144.

Quick answers expected for these pages on the 12x table.

Often known as 'short multiplication' this is the standard method of multiplying 2-digit numbers by 1-digit numbers.

Plenty of practice multiplying 2-digit numbers by a single digit, using the formal written method.

Plenty of practice multiplying 3-digit numbers by a single digit, using the formal written method.

Finding the missing digits in standard written multiplication.

Multiples and factors: what they are and how to recognise them.

Finding multiples of numbers and remembering that finding the product means multiply.

Using the short method of division with squared paper to help.

Divide 3-digit numbers by 1-digit using the short method, with squares to help.

Use the short division method to divide 3-digit numbers by 8 with no remainders.

Use the short division method to divide 3-digit numbers by 6, 7, 8 or 9 with no remainders.

Solving word problems using mental division.