Foundation November 2020 Paper 2 Q10
10 Hugo records the number of pairs of trainers sold in each of four shoe shops last Saturday.
He is going to draw a pie chart for his results.
The incomplete table shows two of Hugo’s results and the sizes of three of the angles in his pie chart.
| Name of shop | Number of pairs of trainers | Angle in pie chart |
|---|---|---|
| ABC Shoes | \(\ldots\ldots\ldots\) | 30° |
| Kilian Stuart Sports | 18 | 45° |
| One Stop Shoes | 48 | \(\ldots\ldots\ldots\)° |
| Superfast Trainers | \(\ldots\ldots\ldots\) | 165° |
Complete the table.
(4)
| Scheme | Marks |
|---|---|
| e.g. 360 – (30 + 45 + 165) (= 120) | M1 |
| e.g. \(\dfrac{30}{45} \times 18\) (= 12) or \(\dfrac{30}{120} \times 48\) (= 12) oe | M1 |
| e.g. 165 ÷ 45 × 18 (= 66) oe or 165 ÷ 30 × “12” (= 66) oe or 165 ÷ “120” × 48 (= 66) oe or 18 + 48 having shown or implied that 120 + 45 = 165 and a clear intention that this is the method for Superfast Trainers (= 66) | M1 |
| 12, 120, 66 | A1 |
| (4) | |
| (4 marks) |
Notes
M1: method to calculate One Stop Shoes angle
M1: method to calculate ABC Shoes frequency
M1: method to calculate Superfast Trainers frequency
A1: fully correct table