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ICSE Grade IX - Pythagoras Theorem
Question
1
1.
In an isosceles right angled triangle △PQR, if RP = 16.97 cm is the hypotenuse, then perimeter of the triangle =
43.97 cm
45.97 cm
35.97 cm
40.97 cm
37.97 cm
Question
2
2.
In a right angled triangle △PQR, if QR = 17 cm, PQ = 20 cm are the lengths of perpendicular sides , then area of the triangle =
168.00 sq.cm
177.00 sq.cm
155.00 sq.cm
183.00 sq.cm
170.00 sq.cm
Question
3
3.
Two poles of heights 8 m and 13 m stand vertically on a plane ground. If the distance between their feet is 10 m, find the distance between their tops
13.18 m
10.18 m
11.18 m
9.18 m
12.18 m
Question
4
4.
In a right angled triangle △PQR, if the area is 85 sq.cm and base QR = 17 cm, then side RP =
24.72 cm
14.72 cm
19.72 cm
22.72 cm
16.72 cm
Question
5
5.
In an isosceles right angled triangle △PQR, if QR = 19 cm is one of the equal sides, then side PQ =
16.00 cm
24.00 cm
14.00 cm
22.00 cm
19.00 cm
Question
6
6.
The foot of a ladder resting on a wall from the foot of the wall is 15 m. If the height of the top of the ladder from ground is 11 m, find the length of the ladder
17.60 m
20.60 m
18.60 m
16.60 m
19.60 m
Question
7
7.
In a right angled triangle △PQR, if the area is 91 sq.cm and corresponding height of side QR = 13 cm, then side RP =
22.10 cm
16.10 cm
19.10 cm
14.10 cm
24.10 cm
Question
8
8.
In an isosceles right angled triangle △PQR, if RP = 25.46 cm is the hypotenuse, then side PQ =
21.00 cm
13.00 cm
15.00 cm
18.00 cm
23.00 cm
Question
9
9.
In the given figure,
△EGF
is right-angled at
G
.
Q
is the mid-point of
EG
and
R
is the mid-point of
FG
.
Which of the following cases are true?
a)
4
ER
2
=
4
FG
2
+
EG
2
b)
4 (
ER
2
+
FQ
2
) =
5
EF
2
c)
4
ER
2
=
4
EG
2
+
FG
2
d)
4
FQ
2
=
4
EG
2
+
FG
2
e)
4
FQ
2
=
4
FG
2
+
EG
2
{a,b,c}
{a,b}
{b,c,e}
{a,d,e}
{d,c}
Question
10
10.
In an isosceles right angled triangle △PQR, if QR = 20 cm is one of the equal sides, then area of the triangle =
200.00 sq.cm
194.00 sq.cm
204.00 sq.cm
217.00 sq.cm
187.00 sq.cm
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