The circle graph shows the distribution of colors, by percent, for candies in a large jar. If there are 112 green candies in the jar, how many yellow candies are in the jar?
There are 49 yellow candies in the jar.
Given that the distribution of colors is represented in a circle graph, we can determine the quantity of yellow candies by first understanding the proportional relationships in the data provided. If there are 112 green candies, the percentage corresponding to yellow candies can be used to calculate their exact number.
This choice suggests there are 46 yellow candies. Assuming the percentages from the graph are accurate, this number would imply that yellow candies represent a much lower percentage of the total than indicated. When calculated based on the relationship to green candies, this figure does not align with the expected proportionality according to the graph data.
This is the correct answer. To find the number of yellow candies, we determine the percentage of yellow candies in relation to the total number of candies in the jar, which includes 112 green candies. Based on the circle graph's data, 49 yellow candies correctly reflect the calculated proportion when applied to the total count of candies.
This choice implies that there are 53 yellow candies. This figure would suggest a higher percentage of yellow candies than what the graph indicates relative to the number of green candies. When calculated, this number does not accurately match the expected result derived from the circle graph distribution.
This choice indicates there are 60 yellow candies. Such a number would imply an even larger proportion of yellow candies compared to the green ones. This would contradict the graph's data, as it would exceed reasonable limits based on the total number of candies represented and their respective percentages.
In summary, the circle graph provides a clear distribution of candy colors, and through proper calculations based on the given number of green candies, we find that there are 49 yellow candies in the jar. This conclusion is derived from the proportional relationships illustrated in the graph, confirming the accuracy of the data interpretation.
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