show that any point o on the perpendicular bisector of a line segment ab is equidisant from a and b
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hii here is ur solution.
Given
⚫ab is a line segment
⚫a perpendicular bisector is draw on ab at the point o
⚫to prove Ab is equidistant from a and b
⚫We know that the perpendicular bisector divides a linesegment in to two equal parts.
On the line segment ab o is the mind point which divides it in to two equal parts tha is ao = ob
hence it is prove that ab is equidistant from a and b.
hope it helps you...
Given
⚫ab is a line segment
⚫a perpendicular bisector is draw on ab at the point o
⚫to prove Ab is equidistant from a and b
⚫We know that the perpendicular bisector divides a linesegment in to two equal parts.
On the line segment ab o is the mind point which divides it in to two equal parts tha is ao = ob
hence it is prove that ab is equidistant from a and b.
hope it helps you...
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