5 A spinner has 8 equal areas numbered 1 to 8, as shown in the diagram below.
\includegraphics[max width=\textwidth, alt={}, center]{de9f0107-38de-4d0d-8391-4d29b98fa601-06_383_390_319_810} The spinner is spun and lands with one of its edges on the ground. 5

1. Assume that the spinner lands on each number with equal probability. 5
2. 1. State a distribution that could be used to model the number that the spinner lands on. 5
3. (ii) Use your distribution from part 5
4. 1. to find the probability that the spinner lands on a number greater than 5
      [0pt] [1 mark] 5
5. Clare spins the spinner 1000 times and records the results in the following table.

   Number landed on	1	2	3	4	5	6	7	8
   Frequency	37	64	112	161	308	156	109	53

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6. 1. Explain how the data shows that the model used in part (a) may not be valid.
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7. (ii) Describe how Clare's results could be used to adjust the model.