Test
Even and odd numbers
This test develops recognition of even and odd numbers from their final digit. Tasks apply the rule to one-digit and multi-digit numbers and build understanding of how parity behaves under basic arithmetic operations.
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Question 1out of 10
Odd + Even
Question 2out of 10
Question 3out of 10
Question 4out of 10
Question 5out of 10
Question 6out of 10
Question 7out of 10
Question 8out of 10
Question 9out of 10
Even × Even
Question 10out of 10
Time left: 00:00:00
Sample questions
- Mark whether the number ___ is even or odd.
- Mark the correct result of the mathematical operation.
- Is the number ___ even or odd?
- There are ___ passengers on a bus. Can this number be divided into pairs with no remainder?
- ___ children stand in a line. Will one child be left without a pair?
Even and odd numbers
An even number can be divided into two equal groups of whole objects, while an odd number leaves one object without a pair. It is not necessary to divide the complete number to determine parity; only the final digit needs to be checked.
Recognition rule
- Numbers ending in 0, 2, 4, 6 or 8 are even.
- Numbers ending in 1, 3, 5, 7 or 9 are odd.
The rule also works for large numbers. For example, 346 is even because its final digit is 6, while 2025 is odd because it ends in 5.
What happens during operations?
The sum of two even numbers or two odd numbers is even. The sum of one even and one odd number is odd. Multiplying any whole number by an even number gives an even product. These relationships can be used to check whether an answer is possible without completing the entire calculation again.
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