Prime Numbers
Prime Factorisation
Powers and Exponents
Multiply by One Digit
Multiply by Two Digits
100

This is the only even prime number in existence.

2

100

This tool, which resembles a tree with branches, is commonly used to break a composite number down into its prime parts.

a factor tree

100

In the expression 5 to the 3rd power, the number 3 is called the exponent, and the number 5 is called this.

The Base

100

The total product when you multiply 15 by 5.

75

100

When using the standard multiplication algorithm to multiply by a two-digit number, you must always put this symbol in the ones place of the second row before you begin multiplying by the tens digit.

zero

200

This is the smallest two-digit prime number.

11

200

he prime factorisation of 12, written out completely without exponents.

2x2x3

200

The value of 10 squared (102)

Show your working out.

100

200

The total product when you multiply 42 by 3.

126

200

The final product of 11 multiplied by 15.

What is 165?

300

These are the four prime numbers that fall between 1 and 10.

2,3,5 and 7

300

This is the prime factorisation of the number 30.

2x3x5

300

The value of 2 cubed  (23)

Show your working out 

8

300

The answer when 125 is multiplied by 4.

500

300

The final product when you multiply 24 by 20.

480

400

This number is neither prime nor composite because it only has one factor (itself).

1

400

This number has the prime factorisation of 2x3 x3x5.

90

400

This is how you write out 4 to the power of 5 as a repeated multiplication string before solving it.

4x4x4x4x4

400

If you multiply 608 by 7, the final product is this.

4256

400

The value of 45 multiplied by 12.

540

500

How many factors do Prime numbers have and what are they?

2 factors one and itself

500

Written with an exponent, the prime factorisation of 20 is 2 squared times this number.

5

500

Any non-zero number raised to the power of 0 will always equal this value.

1

500

A box holds 9 packs of pencils, and each pack has 235 pencils inside. This is the total number of pencils in the box.

2115

500

The answer when you multiply 73 by 56.

4088