EduSahara™ Assignment
Name : Polygons
Chapter : Understanding Quadrilaterals
Grade : CBSE Grade VIII
License : Non Commercial Use
Question 1
1.
    • Every simple closed curve divides a plane into how many sets of points?
  • (i)
    5
  • (ii)
    0
  • (iii)
    4
  • (iv)
    2
  • (v)
    3
Question 2
2.
Identify the figure below
  • (i)
    quadrilateral
  • (ii)
    triangle
  • (iii)
    pentagon
  • (iv)
    circle
  • (v)
    nonagon
Question 3
3.
Identify the figure below
  • (i)
    nonagon
  • (ii)
    octagon
  • (iii)
    triangle
  • (iv)
    quadrilateral
  • (v)
    hexagon
Question 4
4.
Identify the figure below
  • (i)
    nonagon
  • (ii)
    octagon
  • (iii)
    hexagon
  • (iv)
    angle
  • (v)
    circle
Question 5
5.
Identify the figure below
  • (i)
    heptagon
  • (ii)
    circle
  • (iii)
    triangle
  • (iv)
    pentagon
  • (v)
    decagon
Question 6
6.
Identify the figure below
  • (i)
    angle
  • (ii)
    heptagon
  • (iii)
    octagon
  • (iv)
    hexagon
  • (v)
    pentagon
Question 7
7.
Identify the figure below
  • (i)
    nonagon
  • (ii)
    heptagon
  • (iii)
    pentagon
  • (iv)
    triangle
  • (v)
    quadrilateral
Question 8
8.
Identify the figure below
  • (i)
    nonagon
  • (ii)
    angle
  • (iii)
    quadrilateral
  • (iv)
    hexagon
  • (v)
    octagon
Question 9
9.
Identify the figure below
  • (i)
    hexagon
  • (ii)
    nonagon
  • (iii)
    pentagon
  • (iv)
    heptagon
  • (v)
    triangle
Question 10
10.
Identify the figure below
  • (i)
    angle
  • (ii)
    quadrilateral
  • (iii)
    triangle
  • (iv)
    hexagon
  • (v)
    decagon
Question 11
11.
    • The angles of the triangle are
  • (i)
    ∠L , ∠M , ∠N
  • (ii)
    ∠J , ∠K , ∠M
  • (iii)
    ∠K , ∠L , ∠N
  • (iv)
    ∠J , ∠K , ∠L
  • (v)
    ∠K , ∠L , ∠M
Question 12
12.
    • The exterior angles of the triangle are
  • (i)
    ∠KJH , ∠LHI , ∠MIJ
  • (ii)
    ∠JIG , ∠KGH , ∠LHI
  • (iii)
    ∠IJG , ∠JGH , ∠KHJ
  • (iv)
    ∠LKI , ∠MIJ , ∠NJK
  • (v)
    ∠JKH , ∠KHI , ∠LIK
Question 13
13.
Sum of the interior angles in a triangle is
  • (i)
    195°
  • (ii)
    190°
  • (iii)
    180°
  • (iv)
    185°
  • (v)
    210°
Question 14
14.
Sum of the interior angles in a quadrilateral is
  • (i)
    365°
  • (ii)
    360°
  • (iii)
    375°
  • (iv)
    370°
  • (v)
    390°
Question 15
15.
Sum of the interior angles in a pentagon is
  • (i)
    570°
  • (ii)
    540°
  • (iii)
    555°
  • (iv)
    550°
  • (v)
    545°
Question 16
16.
Sum of the interior angles in a hexagon is
  • (i)
    730°
  • (ii)
    720°
  • (iii)
    735°
  • (iv)
    725°
  • (v)
    750°
Question 17
17.
Sum of the interior angles in a heptagon is
  • (i)
    915°
  • (ii)
    910°
  • (iii)
    930°
  • (iv)
    905°
  • (v)
    900°
Question 18
18.
Sum of the interior angles in an octagon is
  • (i)
    1080°
  • (ii)
    1110°
  • (iii)
    1090°
  • (iv)
    1085°
  • (v)
    1095°
Question 19
19.
Sum of the interior angles in a nonagon is
  • (i)
    1275°
  • (ii)
    1260°
  • (iii)
    1270°
  • (iv)
    1290°
  • (v)
    1265°
Question 20
20.
Sum of the interior angles in a decagon is
  • (i)
    1440°
  • (ii)
    1455°
  • (iii)
    1445°
  • (iv)
    1450°
  • (v)
    1470°
Question 21
21.
How many diagonals does a triangle have?
  • (i)
    4
  • (ii)
    0
  • (iii)
    2
  • (iv)
    3
  • (v)
    1
Question 22
22.
How many diagonals does a quadrilateral have?
  • (i)
    2
  • (ii)
    0
  • (iii)
    3
  • (iv)
    1
  • (v)
    4
Question 23
23.
How many diagonals does a pentagon have?
  • (i)
    7
  • (ii)
    5
  • (iii)
    3
  • (iv)
    4
  • (v)
    6
Question 24
24.
How many diagonals does a hexagon have?
  • (i)
    10
  • (ii)
    11
  • (iii)
    8
  • (iv)
    9
  • (v)
    7
Question 25
25.
How many diagonals does a heptagon have?
  • (i)
    14
  • (ii)
    17
  • (iii)
    13
  • (iv)
    12
  • (v)
    15
Question 26
26.
How many diagonals does an octagon have?
  • (i)
    20
  • (ii)
    22
  • (iii)
    19
  • (iv)
    17
  • (v)
    21
Question 27
27.
How many diagonals does a nonagon have?
  • (i)
    29
  • (ii)
    26
  • (iii)
    24
  • (iv)
    27
  • (v)
    28
Question 28
28.
How many diagonals does a decagon have?
  • (i)
    36
  • (ii)
    37
  • (iii)
    35
  • (iv)
    34
  • (v)
    32
Question 29
29.
    • Find the number of sides in a regular polygon if each
    • interior
    • angle is
    • 144°
  • (i)
    10
  • (ii)
    8
  • (iii)
    11
  • (iv)
    9
  • (v)
    12
Question 30
30.
    • Find the number of sides in a regular polygon if each
    • exterior
    • angle is
    • 90°
  • (i)
    3
  • (ii)
    7
  • (iii)
    5
  • (iv)
    4
  • (v)
    2
Question 31
31.
The value of each exterior angle in an n-sided regular polygon is
  • (i)
    [
    (2n - 4) x 180

    n
    ] °
  • (ii)
    [
    (2n - 4) x 90

    n
    ] °
  • (iii)
    (
    360

    n
    ) °
  • (iv)
    (
    n

    360
    ) °
Question 32
32.
The value of each interior angle in an n-sided regular polygon is
  • (i)
    [
    (2n - 4) x 180

    n
    ] °
  • (ii)
    (
    n

    360
    ) °
  • (iii)
    (
    360

    n
    ) °
  • (iv)
    [
    (2n - 4) x 90

    n
    ] °
Question 33
33.
The value of the exterior angle in a regular polygon when the interior angle is given
  • (i)
    360°- (interior angle)
  • (ii)
    90°+ (interior angle)
  • (iii)
    180°+ (interior angle)
  • (iv)
    180°- (interior angle)
Question 34
34.
The value of the interior angle in a regular polygon when the exterior angle is given
  • (i)
    180°+ (exterior angle)
  • (ii)
    360°- (exterior angle)
  • (iii)
    90°+ (exterior angle)
  • (iv)
    180°- (exterior angle)
Question 35
35.
    • Find the number of sides in a regular polygon if each
    • interior
    • angle is
    • 175°
  • (i)
    69
  • (ii)
    74
  • (iii)
    73
  • (iv)
    72
  • (v)
    71
Question 36
36.
    • Find the number of sides in a regular polygon if each
    • exterior
    • angle is
    • 20°
  • (i)
    19
  • (ii)
    21
  • (iii)
    17
  • (iv)
    16
  • (v)
    18
Question 37
37.
The number of diagonals in a regular polygon with n sides is
  • (i)
    (
    n
    ) (
    n
    +
    3
    )

    2
  • (ii)
    (
    n
    ) (
    n
    +
    2
    )

    2
  • (iii)
    (
    n
    ) (
    n
    3
    )

    2
  • (iv)
    (
    n
    ) (
    n
    1
    )

    2
  • (v)
    (
    n
    ) (
    n
    2
    )

    2
    Assignment Key

  •  1) (v)
  •  2) (ii)
  •  3) (iv)
  •  4) (v)
  •  5) (iv)
  •  6) (iv)
  •  7) (ii)
  •  8) (v)
  •  9) (ii)
  •  10) (v)
  •  11) (iv)
  •  12) (ii)
  •  13) (iii)
  •  14) (ii)
  •  15) (ii)
  •  16) (ii)
  •  17) (v)
  •  18) (i)
  •  19) (ii)
  •  20) (i)
  •  21) (ii)
  •  22) (i)
  •  23) (ii)
  •  24) (iv)
  •  25) (i)
  •  26) (i)
  •  27) (iv)
  •  28) (iii)
  •  29) (i)
  •  30) (iv)
  •  31) (iii)
  •  32) (iv)
  •  33) (iv)
  •  34) (iv)
  •  35) (iv)
  •  36) (v)
  •  37) (iii)