Zero
Proof: R2 = P2 + Q2 + 2 P Q cos@
Differentiating with respect to @, we get 0 = 0 + 0 + 2 P Q (-sin @)
This is because R is maximum and P and Q are not variables.
===> sin@ = 0
===> @ = 0
Three One is obviously out. Two is out because if two unequal forces n and p act on an object the resultant with the minimum force in magnitude is |n - p|, which will never be 0 if n =/= p. Three can be easily resolved with a quick example. Imagine an object with three concurrent forces acting on it. Two forces, n = 3 N and p = 4 N, create an angle with each other such that the resultant is 5 N. 180 degrees from the resultant, a force, r = 5 N, is acting on the object. Thus three unequal vectors on an object can result in 0.
" If a number of forces acting at a point be represented in magnitude ad direction by the sides of a polygon in order, then the resultant of all these forces may be represented in magnitude and direction by the closing side of the polygon taken in opposite order "
if several COPLANAR FORCES are acting at a point simultaneously such that each one of them can be represented in direction and magnitude by a side of a polygon, taken in order, then the resultant is given by the closing side in the reverse order
The resultant.
using parallelogram principle. 15.5N
Zero degrees. This essentially adds up the forces.
"Balanced forces" means that the sum of all forces acting on an object - i.e., the resultant force - is equal to zero.
All of the forces together balance out. The resultant of the forces is therefore nil. That applies to all equilibrium.
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.
the principle that resultant of the external forces and kinetic reaction acting forces is zero
Net Force, Or Net Resultant Force, or Resultant force
If the resultant of all the forces acting on a body is zero, the forces are called balanced forces. 2 types of unbalanced forces are naet force and resultant force.
resultant or net force
this is the net resultant force acting on the object, taking into account all of the forces acting, their strength and direction.
Perpendicular force means they act at right angles to each other, while the resultant is the summation of all the forces acting. The determination of the resultant force often needs vector calculus .
Depending on the angle between them, those two forces can combine to producea resultant anywhere between 10N and 40N. The maximum of 40N occurs whenboth forces act in exactly the same direction.
resultant or net force