ia my idea correct / the resultant force act to the left ?Chestermiller said:
In vector terms, the x component of the force ##\vec{F}## is taken to be ##-F_x\vec{i}_x##, where ##\vec{i}_x## is the unit vector in the positive x direction.foo9008 said:
is my idea correct ? the resultant force act to the left ?Chestermiller said:
Yes. It is positive to the left.foo9008 said:
The direction of the resultant force is the direction in which the net force is acting on an object. It is determined by adding all of the individual forces acting on the object using vector addition.
The direction of the resultant force is calculated using the law of vector addition, which states that the resultant vector is the sum of all the individual vectors. This can be done by drawing a vector diagram or by using trigonometric functions to calculate the direction.
Yes, the direction of the resultant force can change if the individual forces acting on an object change. For example, if the magnitude or direction of one of the individual forces changes, it will affect the direction of the resultant force.
The direction of the resultant force determines the direction of an object's motion. If the resultant force is in the same direction as the object's initial motion, it will accelerate the object in that direction. If the resultant force is in the opposite direction of the object's initial motion, it will decelerate or stop the object.
The direction of the resultant force is the direction in which the net force is acting on an object, while the direction of motion is the direction in which the object is moving. These two directions may be the same or different, depending on the individual forces acting on the object and their magnitudes and directions.
