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WorksheetsChapter 13 : The Pythagoras' Theorem
Total questions: 10
Worksheet time: 5mins
Calculate the area , in
cm2 , of the square ABCD in the diagram above.11.66
23.32
16
34
Given the length of two diagonals of rhombus in the diagram above are 8 cm and 6 cm respectively . Find the perimeter, in cm, of the rhombus.
14
18
20
24
ABC is an isosceles triangle. Given that AB=AC=13 cm and BC =10 cm. Find the area , in
cm2 , triangle ABC.45
60
80
95
In the diagram, PQS is an isosceles triangle and PQ=PS=13cm. QRS is a straight line.
If QRS =10cm, calculate the length, in cm, of PR.
8
10
12
15
In the diagram , JKMN is a rectangle . NML is a straight line.
If the area of KLM is 60
22
25
30
34
The diagram shows a trapezium. Calculate the perimeter of the trapezium , in cm.
56
57
60
62
In the diagram, ABCE is a square and CDE is a right-angled triangle. Calculate the area, in
cm2 , of ABCE.196
205
223
361
In Diagram 3, ABCE is a trapezium and EDC is a straight line. Given DC is 3 times ED. Calculate the area, in
cm2 , of the shaded region.186
198
204
225
Diagram 10 shows a swiming pool in the shape of trapezium ABCF. Find the lengths, in m, of AE and DC.
AE = 8 , DC = 12
AE = 9 , DC = 12
AE = 9 , DC = 13
AE = 11 , DC = 13
A ladder with a length of 6 m is leaned against a wall. The distance of the ladder and the wall is 2 m . Find the height, in m , of the top of the ladder from the ground.
2.83
4.24
5.66
7.07
