0580/32 Oct/Nov 2022, Question 4: Percentage Increases and Decreases
Cambridge IGCSE Mathematics 0580 · Paper 32 (Core) · Calculator · 13 marks
اقرأ هذا الحل مشروحاً بالعربي ←
The question, in short
Calculate the Perez family's total holiday cost with tax, the Tokyo arrival day and time, the plane's average speed, a watch's yen cost from a graph, and the drinks cost from a ratio.
Summarised in our own words. Use the official paper for the exact wording and the diagram.
Part (a) · 4 marks
Find the total holiday cost for 2 adults and 3 children at $3800 and $2400 each, after adding 8% tax.
- 1Cost = 2 × 3800 + 3 × 2400 = 7600 + 7200 = 14 800
- 2With tax: 14 800 × (1 + 8/100) = 14 800 × 1.08
- 3= $15 984
Answer15984
Part (bi) · 3 marks
Given an 11 h 40 min flight leaving Los Angeles Wednesday 10 35, find the arrival day and local time in Tokyo, 17 hours ahead.
- 110 35 + 11 h 40 min = 22 15 Wednesday (Los Angeles time)
- 222 15 + 17 h = 15 15 the next day
- 3Thursday at 15 15
AnswerThursday and 15 15 or 3 15 pm
Part (bii) · 2 marks
Calculate the plane's average speed for a distance of 8820 km over the flight time.
- 111 h 40 min = 11 2/3 h
- 2Speed = 8820 ÷ 11 2/3 = 756 km/h
Answer756
Part (c) · 2 marks
Use the dollars-to-yen conversion graph to find the yen cost of a $100 watch.
- 1From the graph, $40 = 4400 yen
- 2$100 = 2.5 × 4400 = 11 000 yen
Answer11000 or 10875 to 11125
Part (d) · 2 marks
With food and drinks totalling $154 in the ratio 21 : 4, work out the cost of the drinks.
- 121 + 4 = 25 parts
- 2Drinks = 154 × 4/25 = $24.64
Answer24.64
Stuck on a step? Read the free lesson: Percentage Increases and Decreases
Practise more percentage increases and decreases questions
Real 0580 past-paper questions, marked on your working like the exam, with a worked solution for every part.
Practise free on LemmaraMore past-paper questions on percentage increases and decreases
Also searched as: 0580/32/O/N/22 · 0580_w22_qp_32 · 0580 w22 32 · question 4.
Lemmara is an independent study tool, not affiliated with or endorsed by Cambridge International Education. The worked solutions are Lemmara’s own.