A man has 20 shirts, 7 pairs of pants & 4 pairs of shoes. How many different outfits consisting of one shirts, one pair of pants & one pair of shoes are possible?
20 * 7 * 4 = ?
If I had to spinners what the possibility of the spinner adding up to 5. If the spinner only had the numbers 1,2,or3.
Well, the number of outfits a man can make with 20 shirts, 7 pairs of pants, and 4 pairs of shoes is simply the multiplication of these three quantities. So, the number of possible outfits is 20 x 7 x 4, which is... um... hold on, let me take off my shoes and count on my toes here... *whispers to self* one, two, three... okay, a little higher.... Um, yeah, I have no toes, so let's just say it's a lot! Trust me, the possibilities are virtually infinite, and you'll never have to worry about running out of outfit options, unless you accidentally glue your wardrobe together or something.
To find the total number of different outfits possible, you need to multiply the number of choices for each item together.
The man has 20 different shirts, 7 different pairs of pants, and 4 different pairs of shoes.
Therefore, the total number of different outfits is calculated by multiplying these numbers:
20 (shirts) x 7 (pants) x 4 (shoes) = 560
So, there are 560 different outfits consisting of one shirt, one pair of pants, and one pair of shoes that are possible.
To find the number of different outfits, we can simply multiply the number of choices for each item.
The man has 20 choices for shirts, 7 choices for pants, and 4 choices for shoes. Therefore, the total number of different outfits is:
20 (choices of shirts) x 7 (choices of pants) x 4 (choices of shoes) = 560.
So, there are 560 different outfits consisting of one shirt, one pair of pants, and one pair of shoes that the man can choose from.