A sandwich shop sells sausage sandwiches, bacon sandwiches, and 16 different toppings. How many choices are there for a single sandwich with one topping?
A. 18
B. 24
C. 32
D. 34
my answer C
please correct me right or wrong
correct
is it 32??
ok thanks thank you
Sorry, but your answer is incorrect. Let's break it down:
The sandwich shop sells sausage sandwiches, bacon sandwiches, and 16 different toppings.
For a single sandwich with one topping, you have 2 options for the type of sandwich (sausage or bacon) and 16 options for the topping.
Therefore, the number of choices for a single sandwich with one topping is 2 (types of sandwich) multiplied by 16 (topping options), which equals 32.
The correct answer is C. 32.
To calculate the number of choices for a single sandwich with one topping, you can multiply the number of sandwich options (2: sausage and bacon) by the number of topping options (16). This will give you the total number of possible combinations.
So, the correct calculation would be: 2 (sandwich options) × 16 (topping options) = 32.
Therefore, the correct answer is C.