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Can you draw two lines on a sheet of paper that are both parallel and perpendicular?
Wiki User
∙ 7y ago
No, you can't have two lines that are both parallel and perpendicular.
Wiki User
∙ 7y ago
Lydia Cao
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Does not contain perpendicular lines?
A blank sheet of paper.
How many parallel sides has a equilataral triangle got?
A triangle, no matter the type, can never have any parallel sides. To try this out, draw any two parallel lines on a sheet of paper and try to make a triangle out of it.
What is the definition for lines in music?
manuscript paper is the paper with the lines where you write sheet music
How many lines are there on a full sheet of paper?
60
Coplanar lines with no point in common?
Think of a plane as being a sheet of paper that goes on forever in all four directions. Coplanar means that they are on the same plane. Think of how you would draw two lines (which go on forever in two directions) on that sheet of paper so that they would never meet each other (not have a point in common)--you would draw two parallel lines.
How many lines are on a sheet of loose leaf paper?
25
What do parallel lines look like?
__________ __________ | | Hope it helped. ____ ____ * * * * * Unfortunately, it probably did not since the browser used for answers is not capable of handling even the most rudimentary graphics. Furthermore, the images are re-formatted when the answer is submitted so what is posted in the answer is not what the answerer thought!
How many lines on a standard sheet of paper with courier new 12 pitch?
A standard sheet of paper has about 66 lines of text when using Courier New font at 12 point size.
How do you fix the position of a point on a sheet of graph paper?
draw two lines perpendicular to each other. theses line will act as reference line. starting from reference line plot the point to its position.
Parallel lines are equidistant and will never meet?
I understand your question to be, "Is it true that parallel lines are everywhere equidistant and never intersect?" In what follows, I assume we're talking about a two-dimensional plane. By definition, two lines that are parallel (in the same plane) never intersect. In Euclidean (AKA Parabolic or simply E) Geometry, and also in Hyperbolic (AKA simply L) Geometry, parallel lines exist. In Elliptical (AKA R) Geometry, all lines eventually intersect so parallel lines do not exist. Now, are two parallel lines (in the same plane) everywhere equidistant? If so, that means that it is possible, at any point on one of the lines, to construct a perpendicular that will meet the other line in a perpendicular, and that the length of the segments constructed will be always the same. In Euclidean Geometry, two parallel lines (in a plane) are indeed everywhere equidistant. To prove it requires the converse of the Alternate Interior Angles theorem (AIA), which says that if two parallel lines are cut by a transversal, the alternate interior angles will be congruent. Note that this is the CONVERSE of AIA, not AIA. Some people get this mixed up. In Hyperbolic Geometry, two lines can be parallel, but be further apart some places than others. I know that sounds rather odd, if you're not used to it. Here's an image that might help: imagine that your plane is a thin sheet of rubber, and for some reason is being stretched. The further you go from your starting point, the more it stretches, and it's always stretching away from you. This means that your parallel lines will keep getting further and further apart.
How many lines are on an 8.5X11 sheet of paper?
46 given times new roman:size 12 font
Why do bands of minerals develop in most rocks?
It's because of foliation. Foliation is defined as the arrangement of a set of minerals in parallel, sheet-like layers that lie perpendicular to the flattened plane of a rock.
