it is acting opposite the the equilibrium.
the resultant force
Add forces 1 and 2 = 40N Magnitude of resultant = root[402+302] = 50N [Also, this is at an angle of 36.9 degrees to the 30N force]
this is the net resultant force acting on the object, taking into account all of the forces acting, their strength and direction.
Resultant Force = (Force1) + (Force2) + (Force3)where each term in the formula is a Vector.
Two unequal forces The resultant force of two unequal forces clearly depends upon the magnitude of these forces and also depends on the angle of interception. One can clearly apply trigonometrical theorem for the same. such as if force x and force y of x1 and y1 magnitude is acting on an object N and if the angle between these forces is (180) degrees this means they are acting on opposite direction , and resultant force will be in direction of force x1 ir x1 > y1 or y1 if y1 < x1 So these unequal forces must be studied along with the angle of interception Hope this will give you a fair idea for calculation ( force is a vector and not scalier)
How the acceleration of a body related to its mass and the resultant force acting on it?
Net Force, Or Net Resultant Force, or Resultant force
the resultant force
Add forces 1 and 2 = 40N Magnitude of resultant = root[402+302] = 50N [Also, this is at an angle of 36.9 degrees to the 30N force]
Resultant force
A force of 200*sqrt(2) = 282.8427N (to 4 dp) acting at 45 degrees to the two original forces.
I'd call it the resultant, but "net force" is a good name too.
net force
A resultant is when a force equivelent to two or more other forces acting in different directions at the same point.AnswerA resultant is when a force equivelent to two or more other forces acting in different directions at the same point.
"Balanced forces" means that the sum of all forces acting on an object - i.e., the resultant force - is equal to zero.
A unbalanced force is the resultant of one or more forces acting on a body which is not zero.
that is called the net force; it is a vector sum of all the forces acting on it