All Questions: Cambridge IGCSE Mathematics - International - 0607 - Core Paper 1 2023 Summer Zone 2
Theory
MCQ
01.
Theory 1 Marks
CH1 - Number

Write down two multiples of 15.
..................... , .....................

02.
Theory 1 Marks
CH1 - Number

These are the temperatures of four cities.
-4°C -8°C -2°C -6°C

Complete this statement.

The coldest city has a temperature of ................................. °C.

03.
Theory 2 Marks
CH5 - Geometry

Draw all the lines of symmetry on the rhombus.

04.
Theory 3 Marks
CH11 - Statistics

8 customers review a restaurant and give it a mark out of ten.
These are the marks.
1 6 5 9 5 7 4 3
(a) Find the mean. .................................................... [2]
(b) Find the range. .................................................... [1]

05.
Theory 2 Marks
CH6 - Vectors and transformations

(a) From the list above complete the following statement.

B is .................................................. of A. [1]

(b) Write down the three-figure bearing of B from A. [1]



Table:
| north-east | east | south-east | south | south-west | west | north-west |

06.
Theory 3 Marks
CH4 - Coordinate geometry

Complete each statement using a letter from $A$ to $H$.
(a) The $x$-coordinate and $y$-coordinate of point ......................... are the same. [1]
(b) The $y$-coordinate of point ......................... is 0. [1]
(c) Point ......................... is the mid-point of $FG$. [1]


07.
Theory 2 Marks
CH11 - Statistics

The table shows examples of data collected.

[Table_1]

Data Collected | Type of Data
------------------------------------
Mass of honey collected from a beehive. |
Number of tomatoes collected from a tomato plant. |
Time taken for chicken eggs to hatch. |

Complete the table using the words Continuous or Discrete.

08.
Theory 1 Marks
CH5 - Geometry

Circle $P$ has a diameter of 5 cm.
Circle $Q$ has a diameter of 20 cm.

Find the scale factor of the enlargement from circle $P$ to circle $Q$.

09.
Theory 1 Marks
CH3 - Functions

Complete the mapping diagram.


10.
Theory 1 Marks
CH2 - Algebra

Simplify.

\( h - 4h \) .................................................. [1]

11.
Theory 1 Marks
CH1 - Number

Write down a prime number between 50 and 60.

12.
Theory 2 Marks
CH1 - Number

Work out 5\% of $4500.
$\text{.................................}$ [2]

13.
Theory 3 Marks
CH7 - Mensuration

The diagram shows a shape made from four identical rectangles.
Work out the shaded area.
[Image_1: Diagram with dimensions 18 cm and 12 cm]

14.
Theory 2 Marks
CH9 - Sets

U = \{ x \mid x \text{ is an integer where } 0 < x < 9 \}
A = \{ x \mid x \text{ is a factor of 8} \}
List the elements of set $A'$.

15.
Theory 2 Marks
CH7 - Mensuration

The circumference of a circle is $10\pi$ cm.
Work out the radius of the circle.
............................... cm

16.
Theory 1 Marks
CH1 - Number

Change 780 square millimetres into square centimetres. ........................... cm^2 [1]

17.
Theory 2 Marks
CH1 - Number

Axel has a mass of 60 kg and Bruno has a mass of $x$ kg.
The ratio mass of Axel : mass of Bruno = 2 : 3.
Work out the value of $x$.
$x = \text{.......................................}$

18.
Theory 2 Marks
CH2 - Algebra

These are the first five terms in a sequence.
6 \ 11 \ 16 \ 21 \ 26
Find the \textit{nth} term.

19.
Theory 1 Marks
CH2 - Algebra

Simplify.
$r \times r^2$

20.
Theory 1 Marks
CH4 - Coordinate geometry

Given $y=x$ and $y-x=3$ are the equations of two parallel lines.
Write down the gradient of these lines.

21.
Theory 2 Marks
CH10 - Probability

The probability of rolling a six on a biased die is $\frac{4}{25}$.
The die is rolled 300 times.
Find an estimate for the number of sixes rolled.

22.
Theory 2 Marks
CH2 - Algebra

Solve $3x - 1 < 2x + 8$.

23.
Theory 2 Marks
CH1 - Number

Work out $3\frac{1}{7} \times \frac{2}{9}$.