Correct answer only ! the triangular region shows the number of possible pepperoni slices, x, and the number of possible cheese slices, y, a pizza maker can use on a special pizza. which combination of pepperoni and cheese can the pizza maker use? a. 25 pepperoni slices and 20 cheese slices b. 38 pepperoni slices and 30 cheese slices c. 33 pepperoni slices and 15 cheese slices d. 43 pepperoni slices and 25 cheese slices

D. 43 pepperoni slices and 25 cheese slices

Step-by-step explanation:

We are given a graph, which shows a triangular region, representing the number of pepperoni slice required by the pizza(Represented by x) and the number of possible cheese slice(Represented by y) to make different types of pizza.

We have to find a possible combination of pepperoni slice and cheese slice.

A. 25 pepperoni slices and 20 cheese slices

This is not possible because corresponding to 25 on x-axis the corresponding 20 on y axis does not belong to the triangular region.

B. 38 pepperoni slices and 30 cheese slices

This is not possible because corresponding to 38 on x-axis the corresponding 30 on y axis does not belong to the triangular region.

C. 33 pepperoni slices and 15 cheese slices

This is not possible because corresponding to 38 on x-axis the corresponding 30 on y axis does not belong to the triangular region.

D. 43 pepperoni slices and 25 cheese slices

This can be a possible combination as the coordinate (43,25) belongs to the triangular region.