IGCSE Mathematics 0580 Paper 11, Oct/Nov 2024

Jacob is 10 years 8 months old. Amy is 15 months younger than Jacob. Find how old Amy is.

Change 6.7 kilometres to metres.

A concert starts at 1950 and finishes 2 hours 42 minutes later. Work out the time the concert finishes.

Use one of these symbols $<$, $>$ or $=$ to make each statement true. $\frac{2}{7}$ ....................... $0.2861$ $\frac{99}{900}$ ....................... $11\mathrm{\%}$ $1^3$ ....................... $4^0$

The stem-and-leaf diagram shows the number of cars sold each day by a company.

Key: $3\mid 2$ represents 32

Find the reciprocal of $1\frac{1}{4}$.

The diagram shows a quadrilateral. Find the value of $y$.

Edith invests $3000 in a savings account. The account pays simple interest at a rate of 2.6% per year. Calculate the total interest earned during the 3 years.

The circumference of a wheel is $198.55\text{ cm}$. Calculate the diameter of the wheel. Give your answer in millimetres.

The grid shows half of a shape which has a line of symmetry, $L$. Complete the shape.

Write 34 as a percentage of 80.

A bus stops 25 times on a journey. The table shows the number of people who get on the bus at each stop.

Calculate the mean.

The diagram shows a trapezium with parallel sides of length $12\text{ cm}$ and $w\text{ cm}$. The height of the trapezium is $8\text{ cm}$. The area of the trapezium is $78{\text{ cm}}^2$. Find the value of $w$.

A distance, $d$ metres, measures $34.6\text{ m}$, correct to the nearest $0.1\text{ m}$. Complete this statement about the value of $d$. ...................... $⩽d<$ ......................

The diagram shows a rectangle and two points, $P$ and $C$, on a $1{\text{ cm}}^2$ grid.

Jo asks some people if they own a car ($C$) and if they own a motorbike ($M$). 86 people own a car. 39 people own a motorbike. 7 people do not own a car and do not own a motorbike.

Josh buys a car for $\mathrm{\$}7800$ and sells it for $\mathrm{\$}5265$. Calculate his percentage loss.

Solve the simultaneous equations. You must show all your working. $$\begin{array}{rl}{\displaystyle 5x+6y}& {\displaystyle =9}\\ {\displaystyle 3x-2y}& {\displaystyle =-17}\end{array}$$

Without using a calculator, work out $5\frac{1}{3}-3\frac{4}{7}$. You must show all your working and give your answer as a mixed number in its simplest form.

The diagram shows part of a regular polygon. The interior angle of the polygon is ${132}^{\circ }$ larger than the exterior angle. Calculate the number of sides of this polygon.