Autumn Term 2

More revision on equivalence.

Tricky ordering of fractions on a number line.

Simplify fractions using the highest common factor.

Using knowledge of equivalence to complete the fractions.

Changing mixed numbers to improper fractions and vice versa. Cancelling fractions.

Fill in the missing number to convert the fraction.

Adding fractions which all have the same denominator.

Adding mixed numbers where the denominators are the same.

Subtracting mixed numbers; denominators the same.

Subtracting mixed numbers.

Subtracting a fraction from a mixed number.

Add the fractions together.

An introduction to multiplying fractions by whole numbers.

Multiplying simple fractions.

Multiplying mixed numbers by a whole number.

A first look at dividing a fraction by a whole number.

A further look at dividing a fraction by a whole number.

Multiply the fractions together.

Write the fractions as decimals. Where necessary go to two decimal places.

Using a calculator, changing fractions to decimals, including looking at patterns such as ninths and sevenths.

More on converting fractions and mixed numbers to decimals.

Explanations needed in these typical at SAT style questions.

Some of these really are quite hard! Comparing fractions and decimal fractions.

Convert the decimal numbers to fractions.

Describe position using co-ordinates, first quadrant only.

Here are sets of axes with positive numbers on the y-axis, but positive and negative numbers on the x-axis.

Harder co-ordinate work, kepping to positive coordinates.

More on co-ordinates including typical SAT style questions.

Working with co-ordinates in all four quadrants, using positive and negative numbers.

Locate the coordinate on the grid.

Locate the coordinate on the grid.

A popular subject in the SATs. Usually found in the Calculator paper, which can be a help.

Finding equivalent improper fractions.

Understanding equivalence is fundamental to understanding fractions. Plenty of questions on this in the SATs.

Find the missing numbers in these fraction sequences.

A good understanding of percentages and fractions will help in the SATs. Again, these usually come in the Calculator Paper.

Find 25% of these large numbers. (millions).

Counting up and down in steps of powers of ten. This has been part of the KS2 Arithmetic Paper.

Tricky number work around a million.

Determine the value of digits in numbers up to millions and round large numbers.

Reading tables including negative numbers.

Rounding 6-digit numbers to the nearest ten thousand, thousand and hundred.