Let G be a group with order 24 Let H be a subgroup of G Whic

Let G be a group with order 24. Let H be a subgroup of G. Which of the following cannot be the order of H?

12

3

10

6

Solution

The order of sub group H cannot be 10.

As there is a property that the order of sub group should be the divisor of original group order.

Hence the answer is a option C