Advertisements
Advertisements
प्रश्न
Two straight lines are cut by a transversal so that the co-interior angles are equal. What must be the measure of each interior angle to make the straight lines parallel to each other?
उत्तर
A transveral intersects two straight lines and co-interior angles are equal to each other,
∵ The two straight lines are parallel Their sum of co-interior angles = 180°
But both angles are equal
∴ Each angle will be `180^circ/2 = 90^circ`
APPEARS IN
संबंधित प्रश्न
The adjoining figure shows two straight lines AB and CD intersecting at point P. If ∠BPC = 4x – 5° and ∠APD = 3x + 15°; find:
(i) the value of x.
(ii) ∠APD
(iii) ∠BPD
(iv) ∠BPC
In your note-book copy the following angle using ruler and a pair compass only.
In your note-book copy the following angle using ruler and a pair compass only.
Construct the 60° angle, using ruler and a pair of compass only.
Construct the 90° angle, using ruler and a pair of compass only.
Construct the 135° angle, using ruler and a pair of compass only.
Draw line AB = 6 cm. Construct angle ABC = 60°. Then draw the bisector of angle ABC.
In the following figures, PQ is parallel to RS. Find the angles a, b and c:
Two straight lines are cut by a transversal so that the co-interior angles are supplementary. Are the straight lines parallel?
In the case given below, find the value of x so that POQ is straight line