Arithmetic Paper Practice Maths Worksheets for KS2 Maths SATs Booster

Questions asking to find 100 more than a given number with squared paper to help if necessary.

Questions asking to find 100 less than a given number with squared paper to help if necessary.

Adding a single digit to a three-digit number with squared paper to help if necessary.

Adding tens to a three-digit number with squared paper to help if necessary.

Add a 2-digit number to a 3-digit number.

Adding two 3-digit numbers.

Adding hundreds to a three-digit number with squared paper to help if necessary.

Adding two 4-digit numbers.

Add 3 numbers using 4 and 3-digit numbers.

Written addition: decimals.

Addition up to 4-digits with commas to separate thousands (not recommended by us but found on the SAT Papers).

Addition of decimals.

Adding two numbers with more than 4-digits

Addition of 4-digits numbers with commas to separate thousands (not recommended by us but found on the SAT Papers).

Adding decimals up to three decimal places.

Tricky addition of decimals.

Subtracting a single digit from a three-digit number with squared paper to help if necessary.

Subtracting whole tens from a three-digit number with squared paper to help if necessary.

Subtract a 2-digit number from a 3-digit number.

Subtracting 3-digit numbers.

Subtracting whole hundreds from a three-digit number with squared paper to help if necessary.

Subtracting 4-digit numbers.

Subtraction up to 4-digits with commas to separate thousands (not recommended by us but found on the SAT Papers).

Subtract decimals from a whole number.

Written subtraction: decimals.

Subtracting numbers with more than 4-digits.

Subtracting multiples of 1,000. These can be done, 'in your head'.

Subtraction using numbers with more than 4-digits, with commas to separate thousands (not recommended by us but found on the SAT Papers).

More subtracting decimals up to 3 decimal places.

Subtract decimals up to 2 decimal places .

Multiply a 2-digit number by 1-digit.

Multiply together three numbers.

Multiply a 3-digit number by 1-digit.

Multiply drawing on known facts.

Multiply and divide by 10 100 1000.

Multiply a 4-digit number by 1-digit.

Written multiplication of 2-digit numbers, already set out.

Multiply 3-digit numbers by 2-digits: set out in squares.

Multiply 4-digit numbers by 2-digits: set out in squares.

Multiply a 4-digit number by a 2-digit number.

Multiplying decimals by whole numbers.

More multiplying decimals by whole numbers.

Divide a 2-digit number by a single digit.

Divide 4-digit numbers by 2.

Use known facts to divide.

use place value and known facts to divide mentally.

Written division of 3-digit numbers by 1-digit.

Divide drawing on known facts.

Divide a 4-digit number by a 2-digit number (long method).

Divide a 4-digit number by 2-digits (short method).

Divide a 4-digit number by a 1-digit number.

Divide a 4-digit number by 1-digit, with commas to separate thousands from hundreds.

Divide a 3-digit number by 2-digits set out on squares.

Divide a 4-digit number by 2-digits: set out on squared paper.

Divide a decimal by 10.

Divide a decimal by 100.

Add fractions with the same denominator.

Adding mixed numbers with the numerators the same.

Harder addition of mixed numbers.

Add mixed numbers and proper fractions.

Add fractions with different denominators.

Subtract fractions with the same denominator.

Subtract fractions with denominators multiples of the same number.

Subtracting fractions from whole numbers.

Subtracting mixed numbers with the denominators the same.

Harder subtraction of mixed numbers.

Subtract proper fractions from mixed numbers.

Multiplying proper fractions by 3-digit numbers.

Multiply 2-digit numbers by simple mixed numbers.

Multiply simple fractions.

Divide simple fractions by whole numbers.

Multiplying decimals by 10, 100 or 1,000.

Find fractions of numbers.

Finding percentages of whole numbers.

Multiplying numbers by percentages .

Order of operations.

All the questions involve calculating with square numbers and knowledge of the order of operations.