Question

Find subgroups of given order in a group of given order

Answer 1

➡HERE IS YOUR ANSWER⬇

Now,

$number \: of \: subgroups \\ \\ = \frac{order \: of \: the \: group}{order \: of \: the \: subgroup}$

Example :

Let, a group is of order 35 and order of a subgroup is 7.

Then, number of subgroups of order 7

$= \frac{35}{7} \\ \\ = 5$

⬆HOPE THIS HELPS YOU⬅

Answer 2

hay!!

it's ur answer

order of group/ order of subgroup

ex.that.

Order of group => 40
and order of subgroup => 8

then put the value in given formula

40/8=> 5

I hope it's help you