IGCSE 2022 0580/22 May/June (pdf)
- At noon, the temperature is 4 °C.
At midnight, the temperature is -9 °C.
Work out the difference in temperature between noon and midnight.
- Thibault records the number of cars of each colour in a car park.
- Figs cost 43 cents each.
Lyra has $5 to buy some figs.
Calculate the largest number of figs Lyra can buy and the amount of change, in cents, she receives.
- Find the value of
- Find the total surface area of a cuboid with length 8cm, width 6cm and height 3cm.
- Some cards have either a square, a circle or a triangle drawn on them.
Piet chooses one of the cards at random.
Complete the table to show the probability of choosing a card with each shape.
- The price of a coat is $126.
In a sale, this price is reduced by 18%.
Find the sale price of the coat.
- The nth term of a sequence is n2 + 12.
Find the first three terms of this sequence
- The bearing of B from A is 059°.
Work out the bearing of A from B.
- (a) Find
(i) p - q
- Find the value of p when 6p x 64 = 628.
- Annette cycles a distance of 70km from Midville to Newtown.
Leaving Midville, she cycles for 1 hour 30 minutes at a constant speed of 20km/h and then stops for
30 minutes.
She then continues the journey to Newtown at a constant speed of 16km/h
- Without using a calculator, work out
- Carlos invests $4540 at a rate of r% per year compound interest.
At the end of 10 years he has earned $1328.54 in interest.
Calculate the value of r.
- Find the highest common factor (HCF) of
- The Venn diagram shows the number of students in a class of 40 who study physics (P),
mathematics (M) and geography (G).
- (a) Sketch the graph of y x = sin x
- (a) y is directly proportional to the cube root of (x+1).
When x = 7, y = 1.
Find the value of y when x = 124.
- (a) Find f-1(x).
- Factorise completely.
(a) 2m + 3p - 8km - 12kp
- The nth term of a sequence is an2 + bn - 4.
The first term is -3 and the second term is 2.
Find the value of a and the value of b
- Calculate the ratio AD:DB.
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