Construct a pie chart illustrating the given data set. A cereal manufacturer wants. o introduce their new cereal breakfast bar. The marketing team traveled to various states and asked 900 people to sample the breakfast bar and rate it as excellent, good, or fair. The following data give the rating distribution. Excellent Good Fair 180 450 270 Select one: O a O b. O c. O d. Oood 50% 45% Good 50% Oood wwww 60% Fair 20% Excellent 30% 25% Fair 30% Excellent 20% Fair 30% 20 Excellent 20% CB 45% Excellent
Construct a pie chart illustrating the given data set. A cereal manufacturer wants. o introduce their new cereal breakfast bar. The marketing team traveled to various states and asked 900 people to sample the breakfast bar and rate it as excellent, good, or fair. The following data give the rating distribution. Excellent Good Fair 180 450 270 Select one: O a O b. O c. O d. Oood 50% 45% Good 50% Oood wwww 60% Fair 20% Excellent 30% 25% Fair 30% Excellent 20% Fair 30% 20 Excellent 20% CB 45% Excellent
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Question
- Good: 50%
- Fair: 20%
- Excellent: 30%
b.
- Good: 45%
- Fair: 25%
- Excellent: 30%
c.
- Good: 50%
- Fair: 30%
- Excellent: 20%
d.
- Good: 60%
- Fair: 20%
- Excellent: 20%
e.
- Good: 45%
- Fair: 25%
- Excellent: 30%
**Explanation of Graphs:**
Each option presents a pie chart with different percentages assigned to the categories "Excellent," "Good," and "Fair."
- **Option a:** The chart shows "Good" occupying 50% of the pie, "Fair" at 20%, and "Excellent" at 30%.
- **Option b:** This chart has "Good" at 45%, "Fair" at 25%, and "Excellent" at 30%.
- **Option c:** Displays "Good" at 50%, "Fair" at 30%, and "Excellent" at 20%.
- **Option d:** Represents "Good" at 60%, "Fair" at 20%, and "Excellent" at 20%.
- **Option e:** Shows "Good" at 45%, "Fair" at 25%, and "Excellent" at 30%.
Carefully choose the pie chart that accurately reflects the rating distribution from the data set provided.
**Correct Selection Explanation:**
Given the data set where the number of people who rated the cereal bar:
- Excellent = 180
- Good = 450
- Fair = 270
The percentages are calculated as follows:
- Excellent: (180/900) * 100 = 20%
- Good: (450/900) * 100 = 50%
- Fair:](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F1c391162-9195-45f3-90d3-bf22c5f933af%2Fcef5dc30-e5f0-47d3-90ec-ac5bdaa2b5ac%2Fdsoumgr_processed.png&w=3840&q=75)
Transcribed Image Text:**Construct a Pie Chart Illustrating the Given Data Set**
A cereal manufacturer wants to introduce their new cereal breakfast bar. The marketing team traveled to various states and asked 900 people to sample the breakfast bar and rate it as excellent, good, or fair. The following data give the rating distribution:
- Excellent: 180
- Good: 450
- Fair: 270
**Select one:**
a.
- Good: 50%
- Fair: 20%
- Excellent: 30%
b.
- Good: 45%
- Fair: 25%
- Excellent: 30%
c.
- Good: 50%
- Fair: 30%
- Excellent: 20%
d.
- Good: 60%
- Fair: 20%
- Excellent: 20%
e.
- Good: 45%
- Fair: 25%
- Excellent: 30%
**Explanation of Graphs:**
Each option presents a pie chart with different percentages assigned to the categories "Excellent," "Good," and "Fair."
- **Option a:** The chart shows "Good" occupying 50% of the pie, "Fair" at 20%, and "Excellent" at 30%.
- **Option b:** This chart has "Good" at 45%, "Fair" at 25%, and "Excellent" at 30%.
- **Option c:** Displays "Good" at 50%, "Fair" at 30%, and "Excellent" at 20%.
- **Option d:** Represents "Good" at 60%, "Fair" at 20%, and "Excellent" at 20%.
- **Option e:** Shows "Good" at 45%, "Fair" at 25%, and "Excellent" at 30%.
Carefully choose the pie chart that accurately reflects the rating distribution from the data set provided.
**Correct Selection Explanation:**
Given the data set where the number of people who rated the cereal bar:
- Excellent = 180
- Good = 450
- Fair = 270
The percentages are calculated as follows:
- Excellent: (180/900) * 100 = 20%
- Good: (450/900) * 100 = 50%
- Fair:
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