To find all the possible outcomes of a one-topping pizza with multiple toppings and types of crust, we need to consider the total combinations of crusts and toppings. Each row in the table should represent a unique combination of a crust and a topping.
From the information provided, we have:
- Different toppings (let's assume we have 3 toppings: Pepperoni, Cheese, and Mushroom).
- Different types of crust (let's assume we have 2 crust types: Thin crust and Deep dish).
To find all possible outcomes, we can pair each topping with each crust. Here’s how the combinations work out:
- Thin crust with Pepperoni
- Thin crust with Cheese
- Thin crust with Mushroom
- Deep dish with Pepperoni
- Deep dish with Cheese
- Deep dish with Mushroom
Now let's compare this with the provided tables:
Table A:
Crust Topping
Thin crust Pepperoni
Thin crust Cheese
Thin crust Mushroom
Deep dish Pepperoni
Deep dish Cheese
Deep dish Mushroom
Table A lists all the correct combinations as discussed above.
Table B:
Topping 1 Topping 2
Pepperoni Pepperoni
Pepperoni Cheese
Pepperoni Mushroom
Cheese Cheese
Mushroom Cheese
Mushroom Mushroom
Table B does not represent combinations of crusts and toppings but instead seems to list toppings? There’s no mention of crust types in this table.
Based on the analysis:
- Table A is correct and represents all possible outcomes.
- Table B does not represent the proper outcomes for a one-topping pizza with crust combinations.
So, the correct answer would be (Choice A) Table A.