The resultant of two forces x and y will be greatest with the angle between x and y.
0º because the two vectors will be parallel and resultant will be infinite
resultant of two vector is greatest what will be the angle
the angular location of a point in a plane reference to cardinal points is what?
To find the resultant of two forces x and y, you can use the concept of vector addition. The resultant force is the vector sum of the two forces.
To understand this concept, you need to know that forces are vectors, which means they have both magnitude (size) and direction. In this case, forces x and y are represented by vectors.
To find the resultant force, you can use the parallelogram law of vector addition. According to this law, if you draw vectors x and y as adjacent sides of a parallelogram, the diagonal passing through their common end point represents the resultant force.
Now, let's consider the angle between x and y. The angle between two vectors affects the direction and magnitude of their resultant vector. When the angle between the vectors is 0 degrees, it means they are pointing in the same direction. In this case, the resultant force will be the sum of the magnitudes of the forces, resulting in the greatest magnitude.
However, as the angle between the vectors increases, the magnitude of the resultant force decreases. This is because the vectors start to cancel each other out.
To summarize, the resultant of two forces x and y will be greatest when the angle between them is 0 degrees (or when they are pointing in the same direction). As the angle increases, the magnitude of the resultant force decreases.