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Twelve people are in line at an ice cream shop. Eight ordered cones with 2 scoops of ice cream, and the rest ordered cones with 1 scoop. What is the ratio of people who ordered 2 scoops to those who ordered 1 scoop?

Answer :

Final answer:

The ratio between the number of people ordering two-scoop ice cream cones to those ordering one-scoop cones is 2:1, after simplifying the original ratio of 8:4.

Explanation:

The subject for this question is ratio, which falls under Mathematics. To find the ratio in this problem, we have to determine the number of people that ordered ice cream cones with 1 scoop and those that ordered with 2 scoops. First, find the number of people that ordered cones with 1 scoop by subtracting the number of people that ordered 2 scoops from the total number of people (12 - 8 = 4 people ordered cones with 1 scoop). Thus, the ratio between the people ordering 2-scoop cones to those ordering 1-scoop cones is 8:4. However, in mathematics, it is often necessary to simplify ratios. This can be done by dividing both parts of the ratio by their greatest common divisor. So, the simplified ratio will be 2:1, considering both 8 and 4 are divisible by 4.

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Rewritten by : Barada

Answer:

2:1

Step-by-step explanation: