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Q.

Statement (A): A straight line which intersects two or more lines at the same point is called a transversal
Statement (B): In the following figure, If $l ∥ m ∥ n$ and $p$ is transversal then $A B \neq B C$ .

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a

Both A and B are true

b

A is false and B is true

c

A is true and B is false

d

Both A and B are false

answer is B.

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Detailed Solution

Statement (A): A straight lines which intersects two or more lines at different points is called a “transversal”.

Statement (B): If the lines are parallel, then the intercepts need not be equal.

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Statement (A): A straight line which intersects two or more lines at the same point is called a transversal Statement (B): In the following figure, If l∥m∥n and p is transversal then AB≠BC.