EduSahara™ Assignment
Name : Triangle Concepts
Chapter : Triangles
Grade : ICSE Grade VI
License : Non Commercial Use
Question
1
1.
The side opposite to the vertex
C
(i)
CG
(ii)
DE
(iii)
EC
(iv)
CD
(v)
FD
Question
2
2.
The side opposite to the vertex
P
(i)
RP
(ii)
OP
(iii)
OS
(iv)
PQ
(v)
QO
Question
3
3.
The side opposite to the vertex
F
(i)
DH
(ii)
GE
(iii)
FD
(iv)
DE
(v)
EF
Question
4
4.
The vertex opposite to the side
CD
(i)
C
(ii)
B
(iii)
F
(iv)
DE
Question
5
5.
The vertex opposite to the side
EC
(i)
C
(ii)
G
(iii)
EF
(iv)
D
Question
6
6.
The vertex opposite to the side
NO
(i)
N
(ii)
O
(iii)
P
(iv)
PQ
Question
7
7.
The sides of the triangle are
(i)
QR
,
RP
,
PQ
(ii)
RS
,
SQ
,
QR
(iii)
ST
,
TR
,
RS
(iv)
RT
,
TQ
,
QR
(v)
QS
,
SP
,
PQ
Question
8
8.
The name of the triangle is
(i)
△HIJ
(ii)
△GHJ
(iii)
△GHI
(iv)
△HIK
(v)
△IJK
Question
9
9.
The angles of the triangle are
(i)
∠L , ∠M , ∠N
(ii)
∠N , ∠O , ∠P
(iii)
∠M , ∠N , ∠O
(iv)
∠M , ∠N , ∠P
(v)
∠L , ∠M , ∠O
Question
10
10.
The vertices of the triangle are
(i)
R , S , T
(ii)
Q , R , T
(iii)
P , Q , S
(iv)
Q , R , S
(v)
P , Q , R
Question
11
11.
The exterior angles of the triangle are
(i)
∠SRP , ∠TPQ , ∠UQR
(ii)
∠QRO , ∠ROP , ∠SPR
(iii)
∠QPN , ∠RNO , ∠SOP
(iv)
∠RQO , ∠SOP , ∠TPQ
(v)
∠PQN , ∠QNO , ∠ROQ
Question
12
12.
Consider the following figure. State which of the following statements are true
a)
KL
=
LJ
b)
LJ
=
JK
c)
JK
=
KL
d)
KL
≠
LJ
e)
LJ
≠
JK
f)
JK
≠
KL
(i)
{d,a}
(ii)
{f,d,c}
(iii)
{e,b}
(iv)
{e,a,b}
(v)
{a,b,c}
Question
13
13.
Consider the following figure. State which of the following statements are true
a)
OP
≠
PN
b)
NO
≠
OP
c)
OP
=
PN
d)
NO
=
OP
e)
PN
=
NO
f)
PN
≠
NO
(i)
{d,b}
(ii)
{d,a,b}
(iii)
{a,b,e}
(iv)
{c,a}
(v)
{f,c,e}
Question
14
14.
Consider the following figure. State which of the following statements are true
a)
NO
=
OM
b)
MN
≠
NO
c)
OM
≠
MN
d)
MN
=
NO
e)
OM
=
MN
f)
NO
≠
OM
(i)
{e,a,f}
(ii)
{b,c,f}
(iii)
{d,c}
(iv)
{a,b}
(v)
{d,b,c}
Question
15
15.
Consider the following figure. State which of the following statements are true
a)
∠N
≠
∠O
b)
∠O
≠
∠P
c)
∠P
=
∠N
d)
∠P
≠
∠N
e)
∠O
=
∠P
f)
∠N
=
∠O
(i)
{b,c,e}
(ii)
{b,e}
(iii)
{a,c}
(iv)
{c,e,f}
(v)
{d,a,f}
Question
16
16.
Consider the following figure. State which of the following statements are true
a)
∠H
=
∠I
b)
∠H
≠
∠I
c)
∠G
=
∠H
d)
∠I
=
∠G
e)
∠G
≠
∠H
f)
∠I
≠
∠G
(i)
{d,b,f}
(ii)
{b,a}
(iii)
{a,e,f}
(iv)
{c,a,e}
(v)
{c,e}
Question
17
17.
Consider the following figure. State which of the following statements are true
a)
∠N
=
∠O
b)
∠P
=
∠N
c)
∠N
≠
∠O
d)
∠O
=
∠P
e)
∠O
≠
∠P
f)
∠P
≠
∠N
(i)
{b,e}
(ii)
{b,c,e}
(iii)
{d,a,f}
(iv)
{a,c}
(v)
{c,e,f}
Assignment Key
1) (ii)
2) (v)
3) (iv)
4) (ii)
5) (iv)
6) (iii)
7) (i)
8) (iii)
9) (i)
10) (v)
11) (iii)
12) (v)
13) (iii)
14) (ii)
15) (iv)
16) (iii)
17) (v)
