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Worksheets

اختبار حصة المتعة

Total questions: 25

Worksheet time: 13mins

Name
Class
Date
1.

Solve the proportion: t/7 = 32/56.

a)

2

b)

4

c)

8

d)

6

2.
a)

20 m

b)

30 m

c)

21 m

d)

23 m

3.

Hazem paid 10.95 riyals for two pens. Write and solve a proportion to find the cost of 4 pens at the same rate.

a)

5.65 riyals

b)

6.57 riyals

c)

3.25 riyals

d)

5 riyals

4.

A transformation resulting from enlarging or reducing a figure by a given factor is called a:

a)

Similarity

b)

Function

c)

Dilation

d)

Equation

5.

The image of point L(−10, 6) under a dilation with scale factor 1/2 is:

a)

(−5, 3)

b)

(−2.5, 3)

c)

(−5, −3)

d)

(−3, −5)

6.

An elephant drinks about 7.5 liters of water each day. Does the number of days vary proportionally with the total liters of water the elephant drinks?

a)

Yes, proportional

b)

No, not proportional

c)

Sometimes

d)

It depends

7.

At a certain time, the length of a traffic light’s shadow is 15 m while the height of a nearby cell tower casts a shadow of 21.2 m at the same time. If the traffic light pole is 12 m tall, what is the height of the cell tower?

a)

12 m

b)

14.2 m

c)

21.2 m

d)

23.5 m

8.

Solve the proportion: s/9 = 8/4.

a)

0.22

b)

3.6

c)

6.68

d)

2.88

9.

A park received 222 visitors in 3 hours at a constant rate. Which proportion can be used to find the number of visitors s in 12 hours at the same rate?

a)

s/12 = 222/3

b)

s/3 = 12/222

c)

s/222 = 12/3

d)

12/s = 222/3

10.

Find the coordinates of the image of quadrilateral H-E-G-K under a dilation centered at the origin with scale factor 3, given original vertices H(−5, 2), E(1,3), G(−4,−2), K(−2,−3).

a)

H′(−15,6), E′(3,9), G′(−12,−6), K′(−6,−9)

b)

H′(−5,6), E′(1,9), G′(−4,−6), K′(−2,−9)

c)

H′(−15,6), E′(−3,−9), G′(−12,−6), K′(−6,−9)

d)

H′(−10,12), E′(2,6), G′(−8,−4), K′(−4,−6)

11.

A rate describes how one quantity changes with respect to another. Which term best fits this definition?

a)

Rate of change

b)

Linear relationship

c)

Nonlinear relationship

d)

Proportion

12.

If two polygons are similar, then their corresponding sides are:

a)

Proportional

b)

Intersecting

c)

Parallel

d)

Perpendicular

13.

The table shows Qamar’s height at age 8 is 130 cm and at age 11 is 145 cm. What is the average rate of change in height between these ages?

a)

3 cm per year

b)

4 cm per year

c)

5 cm per year

d)

6 cm per year

14.
a)

د

b)

ج

c)

ب

d)

أ

15.
a)

د

b)

ج

c)

ب

d)

أ

16.
a)

د

b)

ج

c)

ب

d)

أ

17.
a)

د

b)

ج

c)

ب

d)

أ

18.
a)

د

b)

ج

c)

ب

d)

أ

19.
a)

د

b)

ج

c)

ب

d)

أ

20.
a)

د

b)

ج

c)

ب

d)

أ

21.
a)

د

b)

ج

c)

ب

d)

أ

22.
a)

د

b)

ج

c)

ب

d)

أ

23.
a)

د

b)

ج

c)

ب

d)

أ

24.

ما قيمة 10% من العد٧٠

a)

٩

b)

٥

c)

٨

d)

٧

25.

إذا كان ثمن 4 كراسات هو 8 ريالات، فكم ثمن 8 كراسات؟

a)

٢٠

b)

١٦

c)

١٤

d)

١٢