Glenn has 4 pants and 3 shirts. How many different pairs of pants and shirts can he wear?
The answer is 12 I believe.
P(4,3)= 4•3•2
=24
3×2×1=6
6×4=24
So, Glenn can wear his pants and shirts in 24 different pairs.
To find the number of different pairs of pants and shirts that Glenn can wear, we need to multiply the number of options for pants by the number of options for shirts.
In this case, Glenn has 4 pants and 3 shirts.
To find the number of pairs, we multiply these two numbers together:
Number of pairs = Number of pants × Number of shirts
= 4 × 3
= 12
So, Glenn can wear 12 different pairs of pants and shirts.