The angle is measured from the "(+)X" axe and going counter-clockwise until it reaches the Vector. ( Compare with a Watch it will start at the 3 o'clock number)
The coordinate system ( Cartesian Plan) has Four Quadrants. Starting from the upper right one , it is Quadrant # I , ( Between 3 o'clock and 12 o'clock )
The left Upper Quadrant is the # II Quadrant. ( Between 12 and 9 o'clock)
The Lower left quadrant is # III . ( Between 9 and 6 o'clock )
And the Lower Right Quadrant is # IV . ( Between 6 and 3 o'clock)
Going counterclockwise:
A Vector between 0 and 90 degrees is located in the first Quadrant.
A vector between 90 and 180 degrees is located in the Second quadrant.
A vector between 180 and 270 degrees is located in the Third Quadrant .
Finally a Vector between 270 and 360 degrees is located in the Fourth Quadrant.
If it fell in 0 ,90,180 or 270 degrees it say that is on the X or Y axis.
The zero vector has no direction because it has a magnitude of zero. It is represented by a point at the origin in a coordinate system, with no specific direction.
Yes, that is correct. The components of a vector, which represent its magnitude and direction in a particular coordinate system, are independent of the choice of coordinate system used to express the vector. This property is a fundamental characteristic of vectors in mathematics and physics.
In a coordinate system, positive force is typically defined as acting in the direction of the positive axis. For example, in a one-dimensional system, positive force would be in the positive direction of the axis, while negative force would be in the negative direction.
The components of a force vector describe the magnitude and direction of the force in a specific coordinate system. The angle of the force vector is also important in determining its direction relative to the coordinate axes. Additionally, the sign conventions for the components indicate the orientation of the force along each axis.
The right-hand rule for vectors is a rule used in physics to determine the direction of a vector in a given coordinate system. To use the right-hand rule, align your right hand's thumb with the first vector and curl your fingers towards the second vector. The direction your fingers point in is the direction of the resulting vector. This rule helps in visualizing and determining the direction of vectors in three-dimensional space.
In a coordinate system, it represents the distance from the origin in the positive direction of the x-axis.
In the horizon coordinate system, azimuth is similar to longitude in the geographic coordinate system. Azimuth represents the direction of an object in degrees along the horizon, similar to how longitude represents the east-west position on Earth's surface.
I suspect the question arises from confusion. A vector itself already defines a direction, usually in the Cartesian xyz coordinate system. If you want to express the direction in other coordinates, such as polar or spherical coordinates you need to transform the vector to these coordinate systems. I can answer you question more fully if you can specify the specific coordinate system in which you want to know the direction.
The zero vector has no direction because it has a magnitude of zero. It is represented by a point at the origin in a coordinate system, with no specific direction.
it is indicated in a coordinate system
No, the direction in which hot water flows is not determined by whether it is left or right. The direction of flow is typically determined by the design of the plumbing system or the force of gravity.
Yes, that is correct. The components of a vector, which represent its magnitude and direction in a particular coordinate system, are independent of the choice of coordinate system used to express the vector. This property is a fundamental characteristic of vectors in mathematics and physics.
a coordinate system is lines of longuitude and latitude that are used in a map to locate something. There is a coordiante in the Equatorial Coordinate System that is like longitude in the Geographical Coordinate System.....what is the coordinate? Celestial Equator?
In a coordinate system, positive force is typically defined as acting in the direction of the positive axis. For example, in a one-dimensional system, positive force would be in the positive direction of the axis, while negative force would be in the negative direction.
A body is in motion if it change its position relative to another body or with respect to a frame of reference or coordinate system.
Cartesian coordinate system.
The coordinate system can be in any number of dimensions whereas the coordinate plane is a 2-dimensional concept.