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ICSE Grade IX - Pythagoras Theorem
Question
1
1.
In a right angled triangle △PQR, if QR = 17 cm is one of the perpendicular sides and RP = 20.81 cm is the hypotenuse, then corresponding height of side RP =
7.80 cm
11.80 cm
9.80 cm
10.80 cm
8.80 cm
Question
2
2.
In the given figure, O is a point in the interior of the rectangle ABCD. Then
OA
2
+
OC
2
=
OB
2
+
OD
2
OA
2
+
OB
2
+
OC
2
+
OD
2
=
AB
2
+
BC
2
+
CD
2
+
DA
2
OA
2
−
OC
2
=
OB
2
−
OD
2
OA
2
+
OB
2
+
OC
2
+
OD
2
=
AC
2
+
BD
2
Question
3
3.
In an isosceles right angled triangle △PQR, if QR = 15 cm is one of the equal sides, then side PQ =
18.00 cm
15.00 cm
20.00 cm
12.00 cm
10.00 cm
Question
4
4.
In a right angled triangle △PQR, if the area is 70 sq.cm and base QR = 14 cm, then side RP =
22.20 cm
14.20 cm
17.20 cm
12.20 cm
20.20 cm
Question
5
5.
In the given figure,
△CED
is right-angled at
E
.
P
is the mid-point of
CE
and
Q
is the mid-point of
DE
.
Which of the following cases are true?
a)
4
CQ
2
=
4
DE
2
+
CE
2
b)
4
DP
2
=
4
CE
2
+
DE
2
c)
4
DP
2
=
4
DE
2
+
CE
2
d)
4 (
CQ
2
+
DP
2
) =
5
CD
2
e)
4
CQ
2
=
4
CE
2
+
DE
2
{a,c,d}
{a,c}
{b,d}
{a,b,e}
{c,d,e}
Question
6
6.
In a right angled triangle, if the two non-hypotenuse sides are 12 cm and 35 cm, find the hypotenuse
37.00 cm
38.00 cm
36.00 cm
39.00 cm
35.00 cm
Question
7
7.
In a right angled triangle △PQR, if QR = 20 cm is one of the perpendicular sides and RP = 23.32 cm is the hypotenuse, then side PQ =
17.00 cm
15.00 cm
12.00 cm
7.00 cm
9.00 cm
Question
8
8.
In an isosceles right angled triangle △PQR, if corresponding height to the base QR is 19 cm, then corresponding height of side RP =
10.44 cm
13.44 cm
18.44 cm
16.44 cm
8.44 cm
Question
9
9.
In a right angled triangle △PQR, if QR = 10 cm, PQ = 19 cm are the lengths of perpendicular sides , then perimeter of the triangle =
55.47 cm
53.47 cm
50.47 cm
47.47 cm
45.47 cm
Question
10
10.
In a right angled triangle △PQR, if the base QR = 12 cm and the corresponding height is 16 cm, then perimeter of the triangle =
45.00 cm
53.00 cm
48.00 cm
51.00 cm
43.00 cm
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