Use the image to answer the question.
An illustration shows two sets of rectangles. The first set, labeled raspberries, shows a rectangle divided into four equal parts horizontally. The second set, labeled blueberries, shows a rectangle divided into five equal parts horizontally.
The tape diagram shows the number of raspberries and blueberries in a mixture. How many raspberries are there if there are 100 blueberries?
(1 point)
Responses
80
80
400
400
500
500
125
125
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Based on the image and the information provided, we can see that the ratio of raspberries to blueberries is 4:5. This means that for every 4 raspberries, there are 5 blueberries.
If there are 100 blueberries, we can calculate the number of raspberries as follows:
100 blueberries * (4 raspberries / 5 blueberries) = 80 raspberries
Therefore, there are 80 raspberries if there are 100 blueberries.
The answer is 80 raspberries.
To answer the question, we need to analyze the information given in the image. The image shows two sets of rectangles representing raspberries and blueberries. The first set, labeled raspberries, is divided into four equal parts horizontally, while the second set, labeled blueberries, is divided into five equal parts horizontally.
The question asks how many raspberries there are if there are 100 blueberries. To find the answer, we need to compare the number of parts each set is divided into. Since the blueberries set is divided into five equal parts and there are 100 blueberries, each part represents 100/5 = 20 blueberries.
Now, we need to determine the number of raspberries based on this information. Since the raspberry set is divided into four equal parts, if each part represents 20 blueberries, then the total number of raspberries would be 4 * 20 = 80.
Therefore, the answer to the question is 80 raspberries.