Number and Place Value

Counting on from large numbers in powers of ten.

Count back in powers of 10.

Fill in the missing numbers in the sequences. Firstly, the pattern of the sequence has to be worked out.

Some fascinating patterns can be made on a number square by counting on in equal steps.

Counting on in hundreds using 4-digit numbers.

Counting on in thousands using 5-digit numbers.

Completing number sequences where the numbers increase or decrease by 10 000, 1 000 or 100. Add 10, 100, 1 000 and 10 000 to a number.

What can you say about 5-digit numbers? Excellent place value work.

Reading and writing 5-digit numbers with visual help.

Reading and writing 6-digit numbers.

The easiest way to read large numbers is to think of them as blocks of three, starting with hundreds, tens and ones.

Even adults can have problems reading numbers in the millions!

Comparing numbers, lengths and amounts and finding the number half way between two others.

Straightforward ordering of 5-digit numbers.

Finding 10,000 more than using 6-digit numbers.

Finding 10,000 less than using 6-digit numbers.

Finding multiples of 10,000 more than 6-digit numbers.

Finding more than or less than with 6-digit numbers.

Compare and order two numbers under 100,000.

Compare and order numbers under 100,000.

Compare and order numbers under 100,000.

Compare and order 6-digit numbers.

Comparing populations of towns with up to 6-digit numbers.

Using place value grids to help with working with large numbers.

Using place value grids to understand larger numbers up to 100,000s.

Understanding place value is crucial to being able to read large numbers.

Answer the questions using the number in the place value chart.

Use the number sentences to complete the part-whole models.

Complete the part-whole models from the numbers represented by the counters.

Complete the part-whole models.

Complete the part-whole numbers with harder examples.

What numbers do digits represent? It all depends on their place.

Use the digits to make as many decimal numbers as possible. Order decimals.

Working with decimals, including thousandths.

Reading and writing small decimals, including thousandths.

Rounding large numbers to 10.

Rounding large numbers to 100.

More on rounding to the nearest 10, 100 or 1000. Some interesting facts on mountains and oceans.

Rounding large numbers to the nearest 10000, 1000 and 100.

Rounding football attendance figures to the nearest 1000 and 10000.

Rounding county populations to the nearest 10 000 and 100 000.

Rounding numbers in the hundreds of thousands to the nearest, 100, 1 000, 10 000 and 100 000.

Number lines with numbers only at each end make it tricky to say where the arrows are placed. Some degree of error has to expected with this task!

Judge which is the best approximate answer by rounding numbers.

Tricky questions about everyday objects. A calculator might help with some of these.

Compare and order negative numbers.

Mark and read temperatures on a thermometer.

Reading negative numbers on thermometers and number lines.

Using number lines to help with negative numbers.

If it?s been a cold winter everyone will be used to using negative numbers!

Use a number line to count on and back across zero.

Finding numbers more than or less than using negative numbers.

More practice with adding on to negative numbers.

Roman numerals explained and some tricky conversions.

Recognise years written in Roman numerals.

Add and subtract 10, 100 and 1000.

Tricky questions around the million.

Here we have some word problems which can all be solved by multiplying or dividing by 10 or 100.

A quick look back including multiplying and dividing by 10 and 100, ?in your head?.

Tips and hints on using a calculator, including negative numbers and recurring decimals.

Statutory requirements for Year 5 Number.