SSC Board Practice

SSC Grade VI - Symmetry
Question 1
1.
The English alphabet letter 'F' has how many lines of symmetry?
  • zero
  • infinite
  • one
  • two
  • three
Question 2
2.
A median is an axis of symmetry in which of the given figures?
a)
isosceles right angled triangle
b)
equilateral triangle
c)
isosceles triangle
d)
scalene triangle
e)
right angle triangle
  • {a,b,c}
  • {e,b}
  • {d,e,c}
  • {d,a,b}
  • {d,a}
Question 3
3.
Which of the following are line(s) of symmetry for the given square?
  • { e, f, g, h }
  • f
  • g
  • { e, g }
  • { f, h }
Question 4
4.
Which of the following figures have no line of symmetry?
a)
equilateral triangle
b)
angle with equal arms
c)
isosceles triangle
d)
angle with unequal arms
e)
scalene triangle
f)
line segment
  • {a,e,d}
  • {b,e}
  • {c,f,d}
  • {d,e}
  • {a,d}
Question 5
5.
The English alphabet letter 'U' has how many lines of symmetry?
  • two
  • three
  • one
  • zero
  • infinite
Question 6
6.
Which of the following figures have three lines of symmetry?
a)
equilateral triangle
b)
right angle triangle
c)
scalene triangle
d)
line segment
e)
isosceles right angled triangle
f)
isosceles triangle
  • {f,a}
  • {d,e,a}
  • {a}
  • {c,a}
  • {b,a}
Question 7
7.
The English alphabet letter 'O' has how many lines of symmetry?
  • one
  • three
  • two
  • infinite
  • zero
Question 8
8.
Which of the following are line(s) of symmetry for the given trapezium?
  • none
  • f
  • { e, g }
  • { f, h }
  • { e, f, g, h }
Question 9
9.
Which of the following are line(s) of symmetry for the given rectangle?
  • f
  • g
  • e
  • { e, g }
  • { f, h }
Question 10
10.
Which of the following are true?
a)
Line of symmetry is perpendicular to axis of symmetry.
b)
A figure can have multiple axes of symmetry.
c)
A figure can be broken into two congruent shapes about its axis of symmetry.
d)
An obtuse angled triangle has zero lines of symmetry.
e)
A line segment has one line of symmetry.
f)
Line of symmetry and axis of symmetry are same.
g)
Axis of symmetry of a figure need not intersect with the figure at any point.
h)
For every point on the figure on one side of the axis of symmetry, there is a corresponding point on the other side.
  • {a,b}
  • {d,c}
  • {e,g,f}
  • {a,h,b}
  • {b,c,f,h}