Question

59. How many different can 5 squares be arranged in a single shape so that if two squares touch they border along full side?​

Answer 1

Answer:

12 ways

Step-by-step explanation:

We know that 2 squares should always touch two sides so:

Two squares will be arranged in:2! Ways

Now the remaining 3 squares will be arranged in 3 ! Ways

Altogether the number of ways is 2!*3!= 12 ways

This is my ans to this question , so i may not be right but hope this helps u.:)