Homework Answers
Correct answers are (b) and (e)
we can see that right tail of the histogram is long , so we say that it is skewed to the right
we can see that mode is around 20, so typical sales are around 20
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The owner of a small fast food restaurant recorded the sale amount for a random sample...
I need some help with this question. Actual and predicted fast-food restaurant sales from 1990 2010...
I need some help with this question.
Actual and predicted fast-food restaurant sales from 1990 2010 are given in the table. Fast-Food Years Restaurant Sales Since 1990 ($ millions) S 0 69,840 2 82,433 4 96,341 6 112,882 8 133,372 10 159,126 12 191,461 14 231,693 16 281,138 18 341,112 20 412,932 (a) Using averages, estimate S(11). $ Explain what the value of the answer means in the real-world context. This means that 2000 and 2002 both had the same...
1. A fast‑food restaurant chain is considering a store expansion program. The most important factor to...
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Shown on the pages below are the normal quantile plots and histograms of three fast food restaura...
Shown on the pages below are the normal quantile plots and
histograms of three fast food restaurants that represent service
times during dinner hours. The green vertical line in each
histogram represents the mean, the red represents the median.
Summary statistics for the three restaurants are also given.
Compare and contrast the three restaurants service times as
compared to a normal distribution. Write your answers in complete
sentences. Write your answers on this page, below the summary
statistics. Use additional...
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Case study Lee Hong is a 38-year-old owner of a small restaurant. He lives with his...
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Unit 6 Lesson 3 Classwork (Adapted from Math Vision Project) Data Distribution A lot of information...
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QUESTION 1: Nine randomly selected customers at a local fast-food restaurant ordered meals having the following...
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I need some help with this question.
Actual and predicted fast-food restaurant sales from 1990 2010 are given in the table. Fast-Food Years Restaurant Sales Since 1990 ($ millions) S 0 69,840 2 82,433 4 96,341 6 112,882 8 133,372 10 159,126 12 191,461 14 231,693 16 281,138 18 341,112 20 412,932 (a) Using averages, estimate S(11). $ Explain what the value of the answer means in the real-world context. This means that 2000 and 2002 both had the same...
Shown on the pages below are the normal quantile plots and
histograms of three fast food restaurants that represent service
times during dinner hours. The green vertical line in each
histogram represents the mean, the red represents the median.
Summary statistics for the three restaurants are also given.
Compare and contrast the three restaurants service times as
compared to a normal distribution. Write your answers in complete
sentences. Write your answers on this page, below the summary
statistics. Use additional...
Response All Questions From Part A To C A. Some variables were recorded while surveying pl ants in a wildlife area. Which of the these variables is continuous? Count of flowers per plant Plant species Count of petals per flower Plant height in centimeters This graph shows the percent of adults who are overweight or obese in countries with different income levels, based on 2010 data from the World Health Organization and the United Nations 60 50 40 30 ゼ...
Case study Lee Hong is a 38-year-old owner of a small restaurant. He lives with his wife and their two Mr children. One day while at work, Mr Hong collapsed with severe pain around his kidney region. His wife, who was at work with him, called for an ambulance and Mr Hong was rushed to the local hospital. On arrival at the A&E department, Mr Hong was still in a lot of pain and asked the student nurse for a...
Unit 6 Lesson 3 Classwork (Adapted from Math Vision Project) Data Distribution A lot of information can be obtained from looking at data plots and their distributions. It is important when describing data that we use context to communicate the shape, center, and spread. Shape and spread: Modes: uniform (evenly spread- no obvious mode), unimodal (one main peak), bimodal (two main peaks), or multimodal (multiple locations where the data is relatively higher than others). Skewed distribution: when most data is...
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