A resultant vector is the single vector that represents the sum or combination of two or more vectors. It takes into account both the magnitude and direction of each individual vector.
To find the resultant of two vectors, you must first determine the magnitude and direction of each vector. Then, you can use mathematical operations such as addition or subtraction to combine the vectors and find the resultant.
A resultant vector represents the combined effect of multiple vectors, while a component vector is a single vector that contributes to the resultant. Component vectors can be used to break down a resultant vector into its individual parts.
Yes, it is possible for the resultant vector to be larger than the individual vectors it is made up of. This can occur when the individual vectors are in opposite directions and cancel each other out, resulting in a larger net effect.
The direction of the resultant vector is determined by the direction of the individual vectors it is made up of. It can be found using trigonometric functions or by using the inverse tangent function to find the angle between the horizontal and vertical components of the resultant vector.