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What is polygon law of vector addition?
THE POLYGON LAW states that if (n-1) similar vectors acting at a point in a plane can be represented both in magnitude and direction by the (n-1) consecutive sides of a n-sided polygon then the n-th side will represent the resultant vector in the reverse order.
What are the 5 steps in adding vectors using the polygon method?
Polygon Method Of Adding Vector1. Draw the first vector using a scale.2. Connect the tail, the 2nd vector to the arrow head to first vector. Repeat desame procedures with the other vector.3. Join the tail of the first vector to the arrow head of the last vector to determine the magnitude and direction of resultant.4. The length of resultant draw the scale determines the magnitude and the direction is the angle between the arrow head of the last vector.
What does the tail of a vector indicates?
The tail of a vector represents the starting point or origin of the vector. It is the point from which the vector extends in a particular direction.
The distance from point A to point B on a grid is scalar or vector?
VECTOR
If the given point is inside the polygon?
Then the point is not outside the polygon...?
What is the beginning point of a vector?
The beginning point of a vector is referred to as its origin or initial point. It is the starting position from which the vector is measured or represented by an arrow.
The distance from point A to point B on a grid is a vector?
true the distance from point A to point B on a grid = vector
What is the difference between an initial point of a vector and a terminal point?
The difference is the length of the vector.
Polygonal rule of vector addition?
If the vectors form a polygon, their sum is zero..
What is vectors real name?
The word 'vector' is from Latin, and means 'to carry'.
Location and vector how they are Related?
In mathematics, a vector is a quantity that has both magnitude and direction. When discussing the location of a point in space, a vector can be used to describe the displacement from an origin point to that location. Therefore, the location of a point and its vector are related in terms of specifying both where the point is and in what direction it is positioned from a reference point.
A polygon for which there is a line containing a side of the polygon that also contains a point in the interior of the polygon?
concave polygon
