Cambridge & Pearson Edexcel Past Paper Questions

Neema travels on a business trip.

One afternoon, there were 200 visitors to a library. The table summarises the time, in minutes, each visitor spent in the library. Time (t minutes)...

Shape A and shape B are drawn on the grid. [Figure 3 Grid with shapes A and B]

[Volume of cone = 1/3 πr²h] [Curved surface area of a cone = πrl] [Figure 4 Diagram of a gate post] The diagram shows a gate post. It is made in th...

x²+7x-13 = (x+a)²+b Find the value of a and the value of b.

These are the first four patterns in a sequence made using counters. [Figure 6 Patterns 1-4] Pattern 1 (3 counters) Pattern 2 (8 counters) Pattern ...

P, Q, R and S are points on a circle. PXR and QXS are straight lines. [Figure 7 Diagram of circle with inscribed quadrilateral PQRS and intersectin...

Rectangle ABCD has area 80 cm². Triangle PCQ is removed from one corner of the rectangle. BQ = DP = 4 cm. AB = x cm. [Figure 8 Diagram of rectangle...

The diagram shows the positions of three farms A, B and C on horizontal ground. Farm B is on a bearing of 125° from farm A. AB = 950 m, BC = 680 m ...

Points P and Q and the line L are shown on the grid. [Figure 10 Grid with points P, Q and line L]

Tanya owns a small business.

Shapes A, B and C are drawn on the grid.

The table shows the times, in seconds, taken for each of 12 members of an athletics club to run 400 metres and 800 metres. Time for 400m (seconds) ...

Complete the table for y = 3+2x - (x^3)/5. x -4 -3 -2 -1 0 1 2 3 4 y 7.8 2.4 0.6 1.2 3 4.8 5.4 3.6

= {x: x is an integer 1 ≤ x ≤ 16} A = {x : x is an even number} B = {x: x is a square number} C = {x: x is a factor of 100}

Rearrange the formula v = 3/(p+5) to make p the subject.

A field is in the shape of a quadrilateral PQRS. A path crosses the field from P to R. PQ = 280 m, RS = 146 m and PR = 325 m. S is on a bearing of ...

[Volume of cone = (1/3)πr²h] [Curved surface area of a cone = πrl] The diagram shows a bowl with a circular base. The curved surface of the bowl is...

ABCD is a rectangle with AB = 10cm and AD = 12cm. PQ is parallel to AB and RS is parallel to AD. Y is the point of intersection of PQ and RS. BR = ...

AC and BD are diameters of the circle, centre O. Show that triangle ABC is congruent to triangle BAD. Give a reason for each statement you make.

Evaluate 4/7 - 1/3.

Factorise 4p²-1.

Solve the equation 9- 5x = 2x−12.

Write the number 3456.789 correct to the nearest 100.

y is directly proportional to the cube of x. When x = 2, y = 4. Find y when x = 3.

Mariah's age is 17 years 5 months. Her brother is 20 months younger. Find the age of her brother.

The numbers of emails received by 18 students in a class one Monday are given below. 4 12 14 6 3 6 9 7 11 8 7 11 14 6 13 5 12 9 Complete the groupe...

By writing each number correct to 1 significant figure, estimate the value of 6013×0.0405 √8.986

Express 0.043×100² in standard form.

A football team recorded the number of goals scored in each of their 20 games. The table shows the results. Number of goals scored | 0 | 1 | 2 | 3 ...

In the diagram, ABC and DEF are parallel lines. ABE = 123° and CÊF = 40°.

Write the letter of each drawing that is the net of a cube.

In the diagram, OC and OA each make an angle of 70° with the North line. AÔB = x° and BÔC = y°.

In the Venn diagram, shade the subset (P∪Q)∩R'.

Using compasses and a straight edge only, construct the bisector of AÊC.

In the diagram, OABC is a parallelogram. The equation of the line CB is _y = x+2.

In the diagram, AC is a diameter of the circle centre O. The tangents from T touch the circle at B and C. BCT = 62°.

Some numbers are arranged in rows. Each row contains one more number than the previous row. The numbers in each row are two more than the numbers i...

The times, t minutes, taken by some people to travel to work are shown in the table. Time (t minutes) | 10<t≤20 | 20<t≤25 | 25<t≤30 | 30<t≤50 -----...

Triangle A and triangle B are drawn on the grid.

Line L is perpendicular to the line y = -1/2x+3. Line L passes through the point (8, 9). Find the equation of line L.

A = (-1 2 / -4 3) B = (0 2 / 2 -3)

The diagram is the speed-time graph representing part of a train's journey. The train moves at a constant speed of 20m/s for 40 seconds. It then sl...

Express 99 as the product of prime factors.

In the diagram, ABP and ACQ are straight lines. AČB = APQ.

Find the fraction which lies exactly halfway between 3/5 and 5/7. Give your answer in its simplest form.

Factorise. 12t² - 4t

Write these lengths in order of size, starting with the smallest. 0.043 km 433 cm 4340 mm 4 1/3 m

Sandra buys a vase for $40 and sells it for $200. Calculate her percentage profit.

These are the minimum temperatures, in °C, recorded by a weather station each day during one week. -2.3 -4.6 -1.2 -0.7 -1.4 -2.4 -3.5