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Each member of a 4 person team made 25 cakes for a bake sale where all were vanilla. If vanilla cakes represent 20 percent of the total sales, how many cakes were not vanilla?

a) 0
b) 50
c) 75
d) 100

User Goodword
by
8.4k points

1 Answer

2 votes

Final answer:

The total number of non-vanilla cakes is determined by calculating the total cakes based on the percentage of vanilla cakes, which is 400. Option D is correct.

Step-by-step explanation:

The question is about determining the number of cakes that were not vanilla based on the given percentage and the amount produced by a team for a bake sale. We know that the vanilla cakes represent 20 percent of the total sales, and that the 4 person team collectively made 100 vanilla cakes in total (4 members × 25 cakes each). To find out the total number of cakes sold, we will let the total number of cakes be represented by T, where the vanilla cakes (100) are 20% of T.

Calculating the total number of cakes:

100 = 0.20 × T

T = 100 / 0.20

T = 500

Calculating the number of non-vanilla cakes:

Total number of non-vanilla cakes = T - number of vanilla cakes

Non-vanilla cakes = 500 - 100

Non-vanilla cakes = 400

Therefore, the number of cakes that were not vanilla is 400, which means that option d) 100 is incorrect.

User RoboAlex
by
8.1k points
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