Foundation June 2019 Paper 1 Q8
8 Kim is paid £9.40 per hour for the first 35 hours she works each week.
After 35 hours she is paid at one and a quarter times the hourly rate.
One week Kim works 42 hours.
Calculate how much she is paid for that week. [6]
| Answer | Marks | Part marks and guidance |
|---|---|---|
| 411.25 | 6 | Mark the method which leads to the answer. If no final answer, mark to candidate’s advantage M1 for \(35 \times 9.4\) implied by 329 M1 for \(42 - 35\) implied by 7 as a time M1 for \(9.4 \times \dfrac{5}{4}\) oe implied by 11.75 M1 for their \((42 - 35) \times\) their \(\left(9.4 \times \dfrac{5}{4}\right)\) implied by 82.25 M1 for their \((35 \times 9.4) +\) their \(\left((42 - 35) \times 9.4 \times \dfrac{5}{4}\right)\) or their \((35 \times 9.4) +\) their \(\left((42 - 35) \times 9.4 \times \dfrac{1}{4}\right)\) may be implied by adding 16.45 to their \((35 \times 9.4)\) or answer of 345.45 An alternative method M1 for \(42 \times 9.4\) implied by 394.8[0] M1 for \(42 - 35\) implied by 7 as a time M1 for \(9.4 \times \dfrac{1}{4}\) oe implied by 2.35 M1 for their \((42 - 35) \times\) their \(\left(9.4 \times \dfrac{1}{4}\right)\) soi by 16.45 M1 for their \((42 \times 9.4) +\) their \(\left((42 - 35) \times 9.4 \times \dfrac{1}{4}\right)\) |