Apizzeria makes pizzas in different sizes and with different toppings. the pizzeria wants its customers to have 12 options when they create a pizza. which combination of size and toppings will give customers 12 options? check all that apply.

a. 4 sizes and 3 toppings
b. 2 sizes and 10 toppings
c. 3 sizes and 9 toppings
d. 2 sizes and 6 toppings
e. 4 sizes and 8 toppings
f. 3 sizes and 4 toppings

 The correct combinations are:

(A). 4 sizes and 3 toppings.

(D). 2 sizes and 6 toppings.

(F). 3 sizes and 4 toppings.

Step-by-step explanation:  Given that a A pizzeria makes pizzas in different sizes and with different toppings. The pizzeria wants its customers to have 12 options when they create a pizza.

We are to select the combination of size and toppings will give customers 12 options.

Combination (A): 4 sizes and 3 toppings.

Here, the number of options that customer will get = 4 × 3 = 12.

So, this combination is correct.

Combination (B): 2 sizes and 10 toppings.

Here, the number of options that customer will get = 2 × 10 = 20 ≠ 12.

So, this combination is NOT correct.

Combination (C): 3 sizes and 9 toppings.

Here, the number of options that customer will get = 3 × 9 = 27 ≠ 12.

So, this combination is NOT correct.

Combination (D): 2 sizes and 6 toppings.

Here, the number of options that customer will get = 2 × 6 = 12.

So, this combination is correct.

Combination (E): 4 sizes and 8 toppings.

Here, the number of options that customer will get = 4 × 8 = 32 ≠ 12.

So, this combination is NOT correct.

Combination (F): 3 sizes and 4 toppings.

Here, the number of options that customer will get = 3 × 4 = 12.

So, this combination is correct.

Thus, the correct combinations are A, D and F.

-4 sizes and 3 toppings

-2 sizes and 6 toppings

-3 sizes and 4 toppings

Step-by-step explanation:

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