Cambridge & Pearson Edexcel Past Paper Questions
Browse 35,704 questions from Cambridge O-Level & A-Level and Pearson Edexcel IGCSE & IAL exams. Click any question to practice.
Find n when 3³ × 3 × 3⁵ = 3ⁿ .
The diagram shows a circle, centre O, with radius 6 cm. Tangents are drawn from T to touch the circle at A and B. OXT is a straight line intersecti...
Use set notation to describe the shaded subset in the Venn diagram.
John works in a shop. The matrix below shows the number of hours he worked on Monday to Friday, Saturday, and Sunday during two different weeks. Mo...
s = n/2 (a+b) Evaluate s when n = 200, a = 3.6 and b = 5.7.
When the speed of a car is v m/s, its braking distance is d m. d is directly proportional to the square of v. When the speed of the car is 8 m/s th...
A shopkeeper sells fruit at the prices shown in the table below. Oranges | 35 cents each --- | --- Apples | $2.40 per kg Melons | $1.85 each
Draw triangle ABC with AB = 8 cm, AC = 7cm and CÂB = 130°. AB has been drawn for you.
On the grid above, draw the graph of x+y=6.
The diagram shows a scoop used for measuring washing powder. The scoop is a prism. Its cross-section is a trapezium. The trapezium has height 4 cm ...
The term-to-term rule for a sequence is multiply the previous term by 3 and subtract 1. The first three terms in this sequence are 1, 2 and 5 . Wri...
In 2013 the population of China was approximately 1360000000. Write this number in standard form.
State which figure could be the graph of
In the diagram the lines ABC and DEF are parallel. AB = AE and AÊD = 58°. Complete the statement below. EÂB = 58° because
Each member of a group of 100 people was asked how long they spent at a gym one after The results are summarised in the cumulative frequency table ...
The vector f and the point A are shown on the grid. On the grid, mark and label the point B when AB = f+g, (where f = (3/2) and g = (4/1))
Mavis went to a café to meet some friends.
A cookery book states that the time it takes to cook some meat is 13 minutes for every 500 grams of meat + 20 minutes.
In an experiment, a red die and a blue die were thrown 10 times. Each time, the score on the red die was subtracted from the score on the blue die....
f(x) = 2(x-3) Evaluate f(½).
Write the value of 1234.567, correct to 2 significant figures.
[Figure 6.1] On the Venn diagram, shade the set C'∩(A∪B).
A car travels at 90 km/h. How many metres does it travel in 1 second?
Two bottles are geometrically similar. The ratio of the areas of their bases is 1 : 4. Write down the ratios of their
The time taken to run a race is given as 54.3 seconds, correct to the nearest 0.1 of a second.
y is inversely proportional to x. Given that y = 9 when x = 8, find y when x = 6.
The sequence of diagrams below shows small black and small white squares in an arrangement to form large squares. [Figure 11.1] Diagram 1 Diagram 2...
Write the number 0.000567 in standard form.
In the diagram, BE = 5 cm, CD = 7 cm and AE = 3 cm. BE is parallel to CD. [Figure 13.1]
A hollow cone has a base radius 6 cm and slant height 10 cm. The curved surface of the cone is cut, and opened out into the shape of a sector of a ...
[The volume of a sphere is (4/3)πr³] 20 spheres, each of radius 3 cm, have a total volume of kπ cm³.
A is the point (5, 5) AB = (4 -3) [Figure 16.1]
Simplify p²(p³ - 3p⁻²).
Factorise completely 4a - 16a².
The diagram shows a figure made from four identical hexagons. It has both line and rotational symmetry. [Figure 19.1]
In the diagram, A, B, C and D lie on the circle, centre O. CO is parallel to DA. The tangents to the circle at A and C meet at T. AÔC = 136°. [Figu...
A bag contains 5 balls, 2 of which are blue and 3 are red. One ball is taken, at random, from the bag. If it is red it is put back into the bag. If...
The diagram shows the speed-time graph of a cyclist's journey. [Figure 22.1]
The diagram shows the three lines which intersect at the points A, B and C. x = 8, x + y = 21 and 2y = 12 + x [Figure 23.1]
The diagram shows the positions, on a map, of three boats A, B and C. The map has a scale of 1 cm to 1 km. [Figure 24.1]
P is (-4, 4) and Q is (3, -2). M is the midpoint of PQ.
A = (3 1 / -1 2) A⁻¹ = k (2 -1 / 1 3)
The table shows some of the nutritional information for a 300 g tin of soup. Carbohydrate 18g Fat 20.1g Fibre 0.6g Sodium 1.38g
Hendrik travels by plane from London to Bangkok. When it is 0400 local time in London it is 1000 local time in Bangkok.
Complete the table and hence draw the graph of y = x² - 2x – 8 . x: -4, -3, -2, -1, 0, 1, 2, 3, 4, 5, 6 y: 7, 0, -5, -8, -9, -8, -5, 0, 7
The histogram represents the distribution of the masses, in grams, of individual appre This information is summarised in the table below. Mass (mg)...
In triangle ABC, AC = 14cm, BC = 8cm and ACB = 122°.
f(x) = 2x - 7 Calculate f(3).
Solve 4x/3 = 1,
The scale drawing shows two coastal towns, A and B. The scale of the drawing is 2 cm to 1 km.