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Can the same two lines be parallel perpendicular and intersecting at the same time?
No.
How are perpendicular lines different and Alike from intersecting lines?
Perpendicular lines are in shape of (most of the time) a plus sign (+) and intersecting lines speak for themselves: the lines intersect with one another. They are alike becuase they both have a vertex (when two or more lines meet; the center where the two or more lines meet). They may be different becuase a perpendicular line always has four right angles (or more), when intersecting lines can have various types of angles. Or to put it, perpendicular lines are a more specific type of intersecting line. -By Izzy; 6th grade; Content is 3rd to 4th grade basic geometry
How do you draw parallel perpendicular bisector?
Two lines cannot be parallel and perpendicular at the same time.
Can you arrange lines in a plane so they're both paraller and intersecting?
NO. Line are always parallel or intersecting. They're never both at the same time.
Can two lines and faces be both parallel and intersecting?
I don't think so. When something is parallel they never touch and they always keep the same distance apart. So I don't think they can be parallel and intersecting at the same time.
Can the same two lines be parallel perpendicular and intersecting at the same time?
No.
Can two lines be parellel perpendicular and intersecting at the same time?
No. If the lines are parallel they will never meet or intersect at any point. If the lines are perpendicular they do intersect, but perpendicular lines are a special case of intersecting lines. Perpendicular lines are exactly 90 degrees from each other. Intersecting lines do not haveto be perpendicular... but perpendicular lines are always intersecting.
How are perpendicular lines different and Alike from intersecting lines?
Perpendicular lines are in shape of (most of the time) a plus sign (+) and intersecting lines speak for themselves: the lines intersect with one another. They are alike becuase they both have a vertex (when two or more lines meet; the center where the two or more lines meet). They may be different becuase a perpendicular line always has four right angles (or more), when intersecting lines can have various types of angles. Or to put it, perpendicular lines are a more specific type of intersecting line. -By Izzy; 6th grade; Content is 3rd to 4th grade basic geometry
Can two lines be parallel and perpendicular at the same time?
no, because parallel is opposite to perpendicular
How do you draw parallel perpendicular bisector?
Two lines cannot be parallel and perpendicular at the same time.
Can you arrange lines in a plane so they're both paraller and intersecting?
NO. Line are always parallel or intersecting. They're never both at the same time.
Can two lines and faces be both parallel and intersecting?
I don't think so. When something is parallel they never touch and they always keep the same distance apart. So I don't think they can be parallel and intersecting at the same time.
How many times does 2 intersecting lines cross?
one time
Does a perpendicular lines intersect from right angles?
Perpendicular lines intersect to form right (90 degree) angles every time.
Who is the first discover the parallel lines who is the first discover the perpendicular lines Who is the first discover the intersecting lines?
The concepts of parallel and perpendicular lines have roots in ancient geometry, with significant contributions from Greek mathematicians like Euclid, who formalized these ideas in his work "Elements" around 300 BCE. However, it's difficult to attribute the discovery of these concepts to a single individual, as they were likely understood and utilized by various cultures earlier. The idea of intersecting lines also stems from these early geometric studies. Overall, these concepts evolved over time through the contributions of many mathematicians rather than being discovered by one person.
Real life example of two perpendicular vectors?
Dropping a bullet and shooting a bullet at the same time. They will touch the ground at the same time because they are perpendicular vectors.
When do you call a pair of linear equation inconsistent?
When there is no ordered n-tuple (pair, triplet, quartet - depending on the number of dimensions) that satisfies both equations at the same time. In graph form, it is when the straight lines representing the two equations are non-intersecting. In 2 dimensions non-intersection implies that the lines are parallel.
