Lesson 2h.01
2h.01 Use calculated or given summary statistical data to make estimates of population... Quiz: Pearson Edexcel Statistics, Unit 2
20 questions
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Lesson 2h.01, Use calculated or given summary statistical data to make estimates of population...: 20 multiple choice questions for the Pearson Edexcel GCSE Statistics (1ST0), Unit 2: Processing, representing and analysing data, written with Revision Ninja.
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The 20 questions
-
Given a sample median, approximately what proportion of the population lies above it?
- One quarter
- Three quarters
- The whole set
- One half
-
What can a sample proportion be directly used to estimate?
- Population mean
- Standard deviation
- Population proportion
- Sample median
-
Which statistic is typically used as the best estimate of a population mean?
- Sample median
- Sample mode
- Sample mean
- Sample range
-
A sample of 80 people has 20 who wear glasses. What is the sample proportion?
- 0.5
- 0.2
- 0.33
- 0.25
-
How is a statistical sample best described when used for estimation?
- Single measurement
- Entire population
- Subset of population
- Control group
-
In population estimation, 'approximately half' relates to which summary value?
- Sample range
- Sample median
- Sample mean
- Sample mode
-
Which statement correctly describes the use of sample proportions?
- Eliminate all bias
- Measure exact parameters
- Replace population totals
- Estimate population proportions
-
A sample of 60 students has median 14 years. The population has 2000 students. About how many students are above 14?
- About 1000
- About 14
- About 600
- About 1400
-
A survey of 250 adults found 105 own a car. About how many of 40000 adults own a car?
- 10500
- 42000
- 16800
- 95238
-
The mean of a sample of 50 batteries is 2.4 hours. What is the best estimate of the population mean lifetime?
- 0.48 hours
- 50 hours
- 2.4 hours
- 1.2 hours
-
If a sample median is 62 for 300 students, how many likely scored above 62?
- About 150
- Exactly 62
- About 300
- About 75
-
In a sample of 90 products, 18 are faulty. About how many of 6000 products would be faulty?
- 3000
- 18
- 300
- 1200
-
A sample of 120 children has a mean height of 130 cm. What can be estimated?
- Maximum height 130 cm
- Exact population mean
- Population mean 130 cm
- All heights 130 cm
-
A sample from a town shows 30% own a pet. About how many of 12000 residents own a pet?
- 4000
- 3600
- 360
- 30000
-
A sample gives a median of 40 and a mean of 45. What is the estimated population mean?
- 5
- 85
- 40
- 45
-
Between samples of 50 and 500, which provides a more reliable estimate?
- Both equal
- Neither
- Sample of 50
- Sample of 500
-
Why is the term 'approximately' used when estimating a population median?
- Wrong sample size
- Biased data
- Maths error
- Sample uncertainty exists
-
A sample proportion of 0.15 is found from 400 people. Estimate the number in a population of 10000 with the feature.
- 150
- 1500
- 667
- 15000
-
Why might the median be preferred over the mean for right-skewed data?
- Calculated more quickly
- Always equals the mode
- Uses every data value
- Less affected by extremes
-
A sample of 100 has a mean of 50. What is 50 considered as an estimate?
- Population median
- Exact value
- Best single estimate
- Maximum value
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