Angles Made By A Transversal With Two Lines | Part 1

Angles Made By A Transversal |Transversal Of Parallel Lines|Practice Questions|OMR

Write converse of the following statement: If a pair of the interior angles made by a transversal of two lines are supplementary then the lines are parallel.

If the bisectors of a pair of alternate angles formed by a transversal with two given lines are parallel,prove that the given lines are parallel.

If the bisectors of a pair of corresponding angles formed by a transversal with two given lines are parallel; prove that the given lines are parallel.

Write the converse of, "if the corresponding angles formed by a transversal of two lines are congruent, then two lines are parallel."

If the bisectors of a pair of corresponding angles formed by a transversal with two given lines lines are parallel, prove that the given lines are parallel.

Transversal to two parallel lines:

State whether the statements are True or False. Interior angles on the same side of a transversal with two distinct parallel lines are complementary angles.

Two straight lines are cut by a transversal. If the bisectors of a pair of co-interior angles are perpendicular to each other , prove the two straight lines are parallel to each other.

State whether the statements are True or False. Sum of interior angles on the same side of a transversal with two parallel lines is 90^(@)