Perpendicular means "at right angles to". L is an example of two lines that are perpendicular to one another.
perpendicular means 'at 90 degrees to' for example a 'T'
When lines cross at 90 degrees, they are perpendicular. Anything less than 90 degrees, or anything more than 90 degrees, is not perpendicular. An example of a perpendicular intersection would be a plus sign + . An example of a non-perpendicular intersection is the letter X . Hope this helps.
They are not. The perpendicular bisectors of a triangle, for example, intersect at the orthocentre of the triangle. So perpendicular lines can be intersecting and conversely.
Perpendicular lines meet each other at right angles as for example the plus sign +
Perpendicular means "at right angles to". L is an example of two lines that are perpendicular to one another.
|_ example of a perpendicular line is shown above:
perpendicular means 'at 90 degrees to' for example a 'T'
An example of a perpendicular line is a 4 way intersection at a stop sign. Another example would be a window that has 4 smaller squares in it.
Nothing. A perpendicular is an adjective, not a noun. A perpendicular, by itself, cannot exist. A perpendicular bisector, for example, does not have any sides.
The question contradicts itself. A dodecagon need not have any perpendicular sides.
When lines cross at 90 degrees, they are perpendicular. Anything less than 90 degrees, or anything more than 90 degrees, is not perpendicular. An example of a perpendicular intersection would be a plus sign + . An example of a non-perpendicular intersection is the letter X . Hope this helps.
standing on the floor Perpendicular is when a straight line is 90 degree to another line
No, but a diagram of twoperpendicular lines:|||--------------||Two lines are perpendicular if they meet at 90o.
A line is perpendicular to another line when it is at an angle of 90° to the other line. + (that plus sign is an example of a perpendicular line)
They are not. The perpendicular bisectors of a triangle, for example, intersect at the orthocentre of the triangle. So perpendicular lines can be intersecting and conversely.
Perpendicular line segments intersect at right angles. For example, the horizontal and vertical axes on a coordinate plane are perpendicular line segments. In geometry, you can identify perpendicular line segments by measuring the angle they form at their intersection, which should be 90 degrees.