Trenton has to two hats and six T-shirt his hats are blue and red T-shirts are white green black yellow purple and orange how many ways can he wear the hats and shirts together
2 * 6 = ?
12
To determine the number of ways Trenton can wear the hats and shirts together, we need to multiply the number of options for each item.
Since Trenton has 2 hats (blue and red), there are 2 options for choosing a hat.
For the T-shirts, he has 6 options (white, green, black, yellow, purple, and orange).
Therefore, the total number of ways Trenton can wear the hats and shirts together is: 2 hats * 6 T-shirts = 12 ways.
To determine the number of ways Trenton can wear the hats and shirts together, we need to multiply the number of options for the hats and the number of options for the shirts.
- Hats: Trenton has two hats, one blue and one red. So there are 2 options for the hat.
- Shirts: Trenton has six options for the T-shirt color, which are white, green, black, yellow, purple, and orange. So there are 6 options for the T-shirt.
To calculate the total number of ways, we multiply the number of options for the hats by the number of options for the shirts:
Total number of ways = Number of options for hats x Number of options for shirts
Total number of ways = 2 x 6
Total number of ways = 12
Therefore, Trenton can wear the hats and shirts together in 12 different ways.