If we divide 2,3,8 digits with 2 then with which we get 1 reminder?
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Given digit is 2 , 3 , 8
to get remained 1 after dividing with 2
solution ,
- as we know that the divisibility test of 2 is that the last digit of the number is to be even number
- 2 , 8 is a even so it is divisibile by 2
- but 3 is odd so by dividing it by 2 we get remainder 1
Hence 3 is the digit when we divided it by 2 we get remainder 1
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3 is the number that on division by 2 gives 1.
Step-by-step explanation:
A number is said to be completely divisible by another number if on division the remainder comes out to be 0. However, here we need to find a number which on division with 2 gives 1.
Dividing 2 by 2:
2÷2=1
Thus, the remainder will be 0.
3 divided by 2:
3÷2=1
The remainder will be 1
Dividing 8 by 2:
8÷2= 4
Remainder here will also be 0.
Result:
Thus, 3 is the number that on division by 2 gives 1.
(#SPJ3)
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