Daily Practice · Foundation

June 2013 5-a-day

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June 2013

30 sheets · 150 questions · Foundation tier

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The batch download puts all 2 tiers' June 2013 sheets in a single PDF, each tier behind its own divider page - 60 sheets in one file.

Every sheet in June 2013

The same date always regenerates the same five questions, so a sheet you print today is the sheet a classmate prints tomorrow.

  1. 1st June 2013Explain why using a time series trend to estimate a value many years into the future is less reliable than estimating one year ahead.
  2. 2nd June 2013Using your answers to the previous question, find the relative risk for phone users compared with non-users, and interpret it.
  3. 3rd June 2013A pack of 10 cards is numbered 1 to 10. One card is drawn and not replaced; it is even. A second card is then drawn. Find P(second card is even given the first card was even).
  4. 4th June 2013A pie chart is drawn showing 3 sectors that look visually equal in size, but the data is 50%, 30% and 20%. What is wrong?
  5. 5th June 2013A class interval 0-10 has frequency 6. Find frequency x midpoint.
  6. 6th June 2013What is wrong with the question 'How old are you and do you smoke?'
  7. 7th June 2013What does a moving average smooth out in seasonal data, and what does the result reveal?
  8. 8th June 2013P(A) = 0.4 and P(B) = 0.35, where A and B are mutually exclusive. Find P(A or B).
  9. 9th June 2013A histogram has unequal class widths. Explain why the height of a bar can no longer be read directly as the frequency.
  10. 10th June 2013A box plot for 40 values has lower quartile 15 and upper quartile 25. Roughly how many of the 40 values lie between 15 and 25?
  11. 11th June 2013Explain why the median might be a more appropriate average to use on a data set with an outlier, instead of removing the outlier first.
  12. 12th June 2013A population falls from 8,000 to 7,600. Find the percentage rate of change, stating whether it is an increase or decrease.
  13. 13th June 2013A population of 90 people is split into 3 age groups: 30 aged 18 to 30, 40 aged 31 to 50, and 20 aged 51 or over. A stratified sample of 27 is needed. Find how many from the 51-or-over group should be sampled.
  14. 14th June 2013Using the same table (0:4, 1:10, 2:4, 3:2), find the range.
  15. 15th June 2013Team 1 has median height 165 cm and Team 2 has median height 172 cm. Write one comparison in context.
  16. 16th June 2013A base year value is 40 and this year's value is 50. Find the index number.
  17. 17th June 2013A spinner has 8 equal sections numbered 1 to 8. What is P(the spinner lands on a number greater than 5)?
  18. 18th June 2013A coin is flipped 50 times and lands on heads 27 times. Find the relative frequency of heads.
  19. 19th June 2013On a tree diagram, what do you do to find the probability of a single path through the branches?
  20. 20th June 2013On a pyramid where male bars point left and female bars point right, the bar for females aged 20-24 is longer than the bar for males aged 20-24. What does this tell you?
  21. 21st June 2013Describe, using the mean and median, how you could tell that a distribution is positively skewed without drawing a graph.
  22. 22nd June 2013A sample of 25 students from a school of 500 found that 5 walk to school. Estimate how many of all 500 students walk to school.
  23. 23rd June 2013Find the mean of 4, 7, 9, 12, 18.
  24. 24th June 2013A researcher wants a sample of 50 from a population of 500 using systematic sampling, with a random start of 4. List the first three people selected.
  25. 25th June 2013What is a control group used for?
  26. 26th June 2013A grouped frequency table has intervals of unequal width, 0 <= x < 10 and 10 <= x < 40. Explain why this could make the table misleading when drawing a histogram.
  27. 27th June 2013A pie chart represents 200 people. One sector has an angle of 45 degrees. How many people does it represent?
  28. 28th June 2013Out of 25 pupils, 12 like football, 9 like tennis, and 4 like both. How many like neither sport?
  29. 29th June 2013A scatter graph shows points that generally rise from bottom left to top right. What type of correlation does this show?
  30. 30th June 2013A scatter graph shows that as temperature increases, the number of hot drinks sold decreases. What type of correlation is this?

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