Answer:
Option C will be correct i.e. parallel to line t.
Step-by-step explanation:
See the diagram attached to this question.
It is given that segment DF is perpendicular to segment AB ....... (1)
Again as the line t is a tangent on the circle at point B and AB is the diameter
So, we can say segment AB is perpendicular to line t ....... (2)
Therefore, from the conditions (1) and (2), we can conclude that segment DF is parallel to line t.
Hence, option C will be correct. (Answer)
Answer:
parallel to line t (option c)
Step-by-step explanation:
It is given that segment AB⊥ segment DF
Segment DF
If we consider two lines DF and t
Here, ∠PED= 90°
From the figure ∠B=90°
∠PED= ∠B=90°
They form corresponding angles are equal
Since, corresponding angles are equal, Lines are parallel
Hence, Line segment DF is parallel to line t
