Jenny has six blouses, four different skirts, 20 different pairs of socks, and four pairs of shoes in her closet at the end of the week.
with the Fundamental Principle of Counting, how many outfits Jenny could wear?
6 * 4 * 20 * 4 = ______ outfits
To find out the total number of outfits Jenny can wear, we need to multiply the number of choices for each clothing item.
Jenny has 6 choices for blouses, 4 choices for skirts, 20 choices for pairs of socks, and 4 choices for pairs of shoes.
Using the Fundamental Principle of Counting, the total number of outfits is obtained by multiplying these choices together:
Total number of outfits = 6 (choices for blouses) * 4 (choices for skirts) * 20 (choices for socks) * 4 (choices for shoes)
= 6 * 4 * 20 * 4
= 480 * 4
= 1920
So, Jenny can wear 1920 different outfits.
To find out how many outfits Jenny could wear using the Fundamental Principle of Counting, we need to multiply the number of choices for each category together.
1. Start with the number of choices for blouses: Jenny has 6 blouses.
2. Multiply this by the number of choices for skirts: Jenny has 4 different skirts.
3. Multiply the result by the number of choices for socks: Jenny has 20 different pairs of socks.
4. Finally, multiply this by the number of choices for shoes: Jenny has 4 pairs of shoes.
Using the Fundamental Principle of Counting, we multiply all these numbers together:
6 blouses * 4 skirts * 20 pairs of socks * 4 pairs of shoes = 1,920 different outfits.
Therefore, Jenny could wear 1,920 different outfits using the Fundamental Principle of Counting.