IGCSE Mathematics 0580 Paper 11, May/June 2025

Write the number 10069 in words.

Write 10069 correct to the nearest ten.

Convert 10069 centimetres into metres.

an even number

a square number

a factor of 56

a prime number.

$7-5\times 4+8=16$

$7-5\times 4+8=-21$

A ticket costs $18. Write down an expression, in dollars, for the cost of $t$ tickets.

A bag contains $n$ red balls and 16 green balls. Write down an expression for the total number of balls in the bag.

Write 90% as a fraction in its simplest form.

Write $\frac{3}{100}$ as a decimal.

These are the first four terms of a sequence. 33 26 19 12 Write down the term-to-term rule for this sequence.

Work out the next two terms in this sequence.

These are the first four terms of another sequence. 19 23 27 31 Find the $n$th term.

How far is the meeting from his office?

How long is Ky at the meeting for?

Write down the time Ky arrives back at his office after the meeting.

Ky cycles from his office to the meeting at a constant speed of 21 km/h. Complete the travel graph.

$-5\times -4$

$-8+(-3)$

Simplify. $$6a+4b-a-5b$$

Factorise. $$6x+15y$$

Factorise. $$x^{2}y-5xy$$

Find the value of $x$. Give a geometrical reason for your answer.

Find the value of $y$. Give a geometrical reason for your answer.

Find the value of $z$.

Complete the tree diagram.

Find the probability that both counters are green.

These are the results for two more days. Price per litre ($) 1.68 1.47 Number of litres sold 90 380 Plot this information on the scatter diagram.

What type of correlation is shown in the scatter diagram?

On the scatter diagram, draw a line of best fit.

One day the price of petrol was $1.55 per litre. Use your line of best fit to estimate the number of litres sold.

Find the highest common factor (HCF) of $A$ and $B$.

Find the lowest common multiple (LCM) of $A$ and $B$.

On the grid, draw the image of triangle $T$ after a rotation, ${90}^{\circ }$ clockwise, centre $(0,0)$.

Describe fully the single transformation that maps triangle $T$ onto triangle $A$.

Describe fully the single transformation that maps triangle $T$ onto triangle $B$.

Write 32500 in standard form.

Write $5.6\times {10}^{-3}$ as an ordinary number.