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ICSE Grade IX - Mid-Point and Intercept Theorems
Question
1
1.
In the given figure, if A, Q, R, S, T, U are equidistant and RP ∥ UB and AB = 21 cm and AP = 8 cm. Find PB
13.00 cm
14.00 cm
12.00 cm
15.00 cm
11.00 cm
Question
2
2.
ABCD is a quadrilateral. T, U, V and W are mid-points of AB, BC, CD and DA respectively.If AC = 29 cm and BD = 17 cm, find the measure of the sides of TUVW.
14.5 cm
,
8.5 cm
,
14.5 cm
,
8.5 cm
14.5 cm
,
5 cm
,
14.5 cm
,
5 cm
14.5 cm
,
7 cm
,
14.5 cm
,
7 cm
17 cm
,
8.5 cm
,
17 cm
,
8.5 cm
15 cm
,
8.5 cm
,
15 cm
,
8.5 cm
Question
3
3.
In the given figure, the area of the △MNO is x sq.cm. P,Q,R are the mid-points of the sides NO , OM and MN respectively. The area of the △PQR is
1
3
of area of △MNO
3
4
of area of △MNO
1
4
of area of △MNO
2
3
of area of △MNO
1
2
of area of △MNO
Question
4
4.
In the given figure, CDEF is a parallelogram
such that
G
and
H
are mid-points of sides
CD
&
EF
.
CH
meets
DF
at
Q
and
EG
meets
DF
at
R
. Given
DF
=
16 cm
, find
QF
4.33 cm
3.33 cm
5.33 cm
7.33 cm
6.33 cm
Question
5
5.
In the given figure, △JKL is a triangle.
M
,
N
&
O
are mid-points of
KL
,
LJ
&
JK
respectively.
Given
MN = 9 cm
,
NO = 10 cm
&
OM = 8 cm
,
find the sides of the triangle.
18 cm
,
19 cm
&
16 cm
19 cm
,
20 cm
&
16 cm
16 cm
,
20 cm
&
16 cm
18 cm
,
20 cm
&
16 cm
18 cm
,
20 cm
&
18 cm
Question
6
6.
In the given figure
△KLM
,
N
is the mid-point of
KL
and
NO
∥
LM
,
then
NL
=
KN
KO
MK
OM
KL
Question
7
7.
In the given figure
△IJK
,
L
is the mid-point of
IJ
and
LM
∥
JK
,
then
IL
=
JK
KI
2
IJ
2
JK
2
IM
Question
8
8.
From the given figure and values, find x
(
1
,
11
)
(
-1
,
10
)
(
0
,
12
)
(
-1
,
11
)
(
13
,
1
)
Question
9
9.
In the given figure
△BCD
,
E
is the mid-point of
BC
and
EF
∥
CD
,
then
BF
=
DB
2
CD
BC
2
BE
CD
2
Question
10
10.
In the given figure, points K , L and M are the mid-points of sides IJ, JH and HI of △HIJ. Which of the following are true?
a)
Area of
△HIJ
=
1
3
area of
△KLM
b)
Area of trapezium IJLM is thrice the area of △HML
c)
All four small triangles have equal areas
d)
Area of △HIJ = 4 times area of △KLM
e)
Area of trapezium
IJLM
is
1
4
the area of
△HIJ
{a,b,c}
{b,c,d}
{a,b}
{e,c}
{a,e,d}
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