Question
The sub shop has 7 different kinds of bread, 5 types of cheese, 5 types of meat, 4 vegetable toppings and 9 types of sauce. Assuming you will pick exactly one of each how many different possibilities are there?(10 points)
There are
different sub shop possibilities.
There are 7 choices for bread, 5 choices for cheese, 5 choices for meat, 4 choices for vegetable toppings, and 9 choices for sauce.
Therefore, the total number of possibilities is:
7 choices for bread * 5 choices for cheese * 5 choices for meat * 4 choices for vegetable toppings * 9 choices for sauce = 7 * 5 * 5 * 4 * 9 = 2,520
So, there are 2,520 different sub shop possibilities.
thats not right thats way too much
I apologize for the error. Let's try to calculate it again.
There are 7 choices for bread, 5 choices for cheese, 5 choices for meat, 4 choices for vegetable toppings, and 9 choices for sauce.
Therefore, the total number of possibilities is:
7 choices for bread * 5 choices for cheese * 5 choices for meat * 4 choices for vegetable toppings * 9 choices for sauce = 7 * 5 * 5 * 4 * 9 = 2,520
After rechecking, the correct number of possibilities is 2,520. Let me know if you need further assistance.