The angle which makes a linear pair with an angle of 41° is of
  • 49°
  • 61°
  • 122°
  • 139°
The difference of two complementary angles is 40°. Then, the angles are
  • 65°, 25°
  • 75°, 35°
  • 30°,70°
  • 110°,70°
which of these is not true
  • Two supplementary angles always form a linear pair.
  • Two angles making a linear pair are always supplementary.
  • Two angles making a linear pair are always adjacent angles.
  • None of these
which of these is true
  • Sum of two complementary angles is 180°.
  • A linear pair may have two acute angles
  • Two supplementary angles are always obtuse angles
  • Vertically opposite angles are always equal
Statements I and II are as given below: Statement I : If two lines intersect, then the vertically opposite angles are equal. Statement II : Two right angles are always supplementary to each other Then
  • Both I and II are true
  • I is true and II is false
  • I is false and II is true
  • both I and II are false
In below figure AB||CD, AF||ED, ∠AFC = 68° and ∠FED = 42°.  ∠EFD =?
class7-maths-chapter-5-mcq-1.png
  • 60°
  • 70°
  • 55°
  • 72°
Statements I and II are as given below: Statement I : If a transversal intersects, two other lines, then the sum of two interior angles on the same side of the transversal is 180°. Statement II : Interior angles on the same side of a transversal with two distinct parallel lines are complementary angles. Then  
  • Both I and II are true
  • I is true and II is false
  • I is false and II is true
  • both I and II are false
m and n are parallel lines and l is the transversal Match the column
class7-maths-chapter-5-mcq-2.png
class7-maths-chapter-5-mcq-3.png
  • x -> ii, y -> iii, z -> i
  • x -> i, y -> iii, z -> ii
  • x -> i, y -> ii, z -> iii
  • x -> iii, y -> ii, z -> i
m and n are parallel lines and l is the transversal Sum of angle p and d is equal to
class7-maths-chapter-5-mcq-4.png
  • 90
  • 270
  • 180
  • none of the above
Here a and b are
class7-maths-chapter-5-mcq-5.png
  • alternate exterior angles
  • corresponding angles
  • alternate interior angles
  • vertically opposite angles
0 h : 0 m : 1 s

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