Maths-
General
Easy

Question

Which of the following statements about the given diagram is NOT true

  1. All the points are coplanar.
  2. angle A O E spaceis a straight angle.
  3. m angle C O E approximately equal to m angle C O A
  4. angle A O B comma angle B O C space A r e space a d j a c e n t space a n g l e s.

hintHint:

  • Lying or acting in the same plane is known as coplanar.
  • Two angles are adjacent when they have a common side and a common vertex and don’t overlap.
  • An angle whose sides lie in opposite directions from the vertex in the same straight line  and which equals to two right angles.

The correct answer is: angle A O B comma angle B O C space A r e space a d j a c e n t space a n g l e s.


    Solution:
    • We have been given a diagram in the question where AE is a straight-line O is the mid-point and three lines are passing from the center O mainly named as OB, OC and OD.
    • We have also been given four statements in the question from which we have to find which statement about the given diagram is not true.
    Step 1 of 1:
    We have given a figure
    Option(A)
    All points are coplanar
    This is true because all points lie on the same plane.
    Option(B)
    straight angle A O Eis straight angle
    This is true because, it lie on straight line.
    Option(C)
    m straight angle C O E approximately equal to m straight angle C O A
    This is not necessary true because there is not enough data given.
    Option(D)
    straight angle A O B comma straight angle B O C are adjacent angles.
    This is true.
    From figure we can see that straight angle A O B comma straight angle B O C are adjacent angles.

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