Question
Choose one image which is odd.
Hint:
In this question, we have to find the option with odd number of object. As we know that even number is the number divisible by 2 i.e. has 0, 2, 4, 6 and 8 in its ones place where as odd numbers are the numbers that are not divisible by 2 i.e. has 1, 3, 5, 7 and 9 in its ones place. Further we will every option, for example, considering option (A) it has 10 objects and 10 is even so this option is wrong. similarly we will check every other option to find which is correct.
The correct answer is: ![](data:image/png;base64,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)
Option (B) contains 15 objects and 15 is an odd number. Rest of the options have an even number of objects.
Related Questions to study
Choose the even number.
Choose the even number.
Identify the odd number in the given images.
Identify the odd number in the given images.
Count the number of butterflies present in the image and write if it is odd or even?
Count the number of butterflies present in the image and write if it is odd or even?
All even numbers end in _______, ______, _____, _______ or ______.
All even numbers end in _______, ______, _____, _______ or ______.
Add one odd number and even number.
6 + 7 = _____
Add one odd number and even number.
6 + 7 = _____
Choose the even number.
Choose the even number.
Identify the image which is even.
Identify the image which is even.
3 Choose the odd number.
3 Choose the odd number.
Write the biggest odd number from 11 to 19.
Write the biggest odd number from 11 to 19.
Select the odd one out.
Select the odd one out.
Select the odd one out.
Select the odd one out.
Add two even numbers.
4 + 4 = ______
Add two even numbers.
4 + 4 = ______
The numbers which has 3 in their ones place is _______.
The numbers which has 3 in their ones place is _______.
Identify the image which is odd.
Identify the image which is odd.
Write the even numbers before 5.
Write the even numbers before 5.