If a line segment is inclined at certain angle from the horizontal, then it's bisector will also be shifted away from the mid point of line segment?

True

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False

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Solution

The correct option is B False
If a line segment is inclined at certain angle from the horizontal, then it's bisector will not be shifted away from the mid point of line segment.

Bisector will always pass through the mid point wheather the line segement is inclined or not.

For example: Given a horizontal line segment $AB$ having bisector passing through mid point $P$ as shown below.

When line segment $AB$ is inclined at some angle it's bisector still passing through mid point $P$ as shown.

So, statement of question is false.

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