if a perpendicular to b and b is perpendicular to c then prove a perpendicular to c
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Answer:
they are parallel not perpendicular to each other
Explanation:
since we know a is perpendicular to b - a is at a 90 angle from b
similarly b is perpendicular to c - b is also at a 90 angle from b
hence both are forming the same angle with b thus being parallel
verify: we know corresponding angles(between parallel lines) add upto 180
hence keeping b as transversal, a forms 90 and c forms 90
90+90=180
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