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Can a given line be in two planes?
Two planes intersect at a line. The line where they intersect pertains to both planes. In the same manner, if infinitely many planes intersect each other at the same line, then that line pertains to the infinitely many planes.
What is the Tangent Line to Circle Theorem?
The Tangent Line to Circle Theorem states that a line is tangent to a circle if and only if it's perpendicular to the circle's radius.
Two planes intersect in a line?
Yes, the intersection of 2 planes is a line.
Do two planes intersect at a point or a line?
Two planes intersect at a line
What is a line where to planes meet?
A line where two planes meet is called the line of intersection. This occurs when the two planes are not parallel and do not coincide. The line consists of all the points that lie on both planes simultaneously. In three-dimensional geometry, this line can be determined mathematically by solving the equations that represent the two planes.
Is a line created when two planes intersect?
A line is the intersection of two planes. The angle between the planes is called the "dihedral angle".
Do planes intersect at a point?
No, planes intersect at a line.
What are the steps performed by Demorgan's theorem?
DeMorgan's theorem can be simply be stated simply as "Break the line, and change the sign." Where line represents complement...
If two planes intersect what is their intersection called?
A line. When two planes intersect, their intersection is a line.
What is the intersection of two distinct planes?
The intersection of two distinct planes is a line. The set of common points in the line lies in both planes.
What postulate or theorem guarantees that there is only one line that can be constructed perpendicular to a given line from a given point not on the line?
It's the theorem that says " One and only one perpendicular can be drawn from a point to a line. "
How many planes can contain one specific line?
An infinite number of planes. Picture a line and now picture planes going in every direction through the line,
