Question

In a neighborhood donut shop, one type of donut has 460 calories, two types of donuts have 590 calories, six types of donuts have 560 calories, three types of donuts have 370 calories, and four types of donuts have 440 calories. Find the range.

Ask by Burgess Vega. in the United States
Feb 27,2025

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Tutor-Verified Answer

Answer

The range is 220 calories.

Solution

To find the range, identify the highest and lowest calorie counts among the donuts. The calorie counts given are: • 460 calories (1 type) • 590 calories (2 types) • 560 calories (6 types) • 370 calories (3 types) • 440 calories (4 types) The highest calorie count is 590 and the lowest is 370. Range = Highest − Lowest = 590 − 370 = 220 Thus, the range is 220 calories.

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Extra Insights

To find the range, we first need to identify the highest and lowest calorie counts among the given types of donuts. The calorie counts are: 460, 590, 560, 370, and 440. The highest calorie count is 590, while the lowest is 370. Now, we calculate the range by subtracting the lowest calorie count from the highest: Range = Highest - Lowest = 590 - 370 = 220. So, the range of the calorie counts in this delightful donut shop is 220 calories! To sprinkle a little extra sweetness on this problem, did you know that understanding ranges can also help when planning a balanced diet? Knowing the calorie range of different foods can aid in making healthier choices while still enjoying those scrumptious treats! It's all about moderation!

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