All Questions: Cambridge IGCSE Mathematics - International - 0607 - Core Paper 1 2021 Summer Zone 1
Theory
MCQ
01.
Theory 1 Marks
CH1 - Number

Write 25\% as a fraction.

02.
Theory 1 Marks
CH1 - Number

Write down two multiples of 12. ....................................... [1]

03.
Theory 1 Marks
CH5 - Geometry

Complete the statement using letters from the diagram.

Line ................... is a tangent to the circle, centre $O$.

04.
Theory 1 Marks
CH1 - Number

Change 1500 centilitres into litres.
....................... litres

05.
Theory 1 Marks
CH1 - Number

Work out.
$10 - 4 \div 4$

06.
Theory 2 Marks
CH1 - Number

From the list of numbers, write down
(a) the cube number, ............................................. [1]
(b) the triangle number. ......................................... [1]

21 22 23 24 25 26 27

07.
Theory 2 Marks
CH1 - Number

The travel graph shows Suba's bicycle journey from her home to the library and back.

(a) Write down the distance from Suba's home to the library. ................................................... m [1]
(b) Write down the number of minutes Suba was in the library. ................................................... min [1]

08.
Theory 4 Marks
CH11 - Statistics

These are the test results of 12 students.
17 21 9 11 24 21 8 15 12 6 10 21
(a) Find the median. ................................................................. [2]
(b) Write down the mode. ........................................................... [1]
(c) Find the range. ................................................................. [1]

09.
Theory 2 Marks
CH9 - Sets

P = \{ \text{Prime number less than 10} \}
Write down the members of set $P$.

10.
Theory 2 Marks
CH1 - Number

Work out 60\% of 35.

11.
Theory 1 Marks
CH1 - Number

Simplify.
$w \times w \times w$

12.
Theory 1 Marks
CH2 - Algebra

What type of correlation is shown on the scatter diagram?

13.
Theory 3 Marks
CH6 - Vectors and transformations

Describe fully the \textit{single} transformation that maps shape $P$ onto shape $Q$.

..................................................................................................................
.................................................................................................................


14.
Theory 2 Marks
CH9 - Sets

Shade the region indicated below each Venn diagram.
[Image_1: Venn diagram showing $A \cup B$ and $C \cap D$ labeled U]

15.
Theory 1 Marks
CH3 - Functions

The diagram shows the graph of a function with one asymptote.
On the diagram, draw the asymptote.

16.
Theory 1 Marks
CH2 - Algebra

Solve the inequality $2x \leq 10$.

17.
Theory 1 Marks
CH1 - Number

Find the highest common factor (HCF) of 70 and 80.

18.
Theory 3 Marks
CH1 - Number

A train travels 250 metres in 5 seconds.
Work out its average speed in kilometres per hour.
.............................................. km/h [3]

19.
Theory 2 Marks
CH2 - Algebra

Simplify.
$$\frac{12}{x} \times \frac{5}{2y}$$

20.
Theory 2 Marks
CH3 - Functions

$f(x) = \frac{x-3}{2}$ for $-5 \leq x \leq 21$
Find the range of $f(x)$.

21.
Theory 2 Marks
CH7 - Mensuration


Rectangles $ABCD$ and $AEFG$ are mathematically similar.
Work out $EF$.
$EF = \text{............................} \text{cm}$ [2]

22.
Theory 2 Marks
CH4 - Coordinate geometry

A is the point \((-3, 1)\) and B is the point \((1, 3)\).
Find the gradient of the line \(AB\).

23.
Theory 2 Marks
CH5 - Geometry

The diagram shows a sector of a circle centre $O$, radius 6 cm.

Find the area of the sector.
Leave your answer in terms of $\pi$.