What is the resultant of 6N and 8N?

There are two forces of 6N and 8N. If the forces are in opposite direction,then resultant force is 2N, in the direction of 8N. So, the maximum force for this pair of forces is, 14 N and minimum force is 2N. From the given four options, the correct answer is 11 N.

How do you find the magnitude of a force with a force?

The magnitude of the net force acting on an object is equal to the mass of the object multiplied by the acceleration of the object, as shown in this formula.

When the force is at right angle?

The work done by the force is zero when the force acts right angle to the direction of the motion…..

At which angle cross product is equal to dot product?

Ans: When angle between two vectors is 45 degree, cross product and dot product of two vectors are equal.

When two forces of magnitude 3N and 4N acts at right angle to each other their resultant is?

Therefore, if forces 3N,4N and 12N act at a point in mutually perpendicular directions then the magnitude of the resultant force would be 13N.

What is work done by a force F when the displacement d occurs at right angle to the force?

since theta = 90° and cos(90°)= 0, this means that there is 0 joules of work done by the force since displacement is at a right angle to the force applied.

What happened to the work done when the displacement of a body is at right angle to the direction of force acting on it?

a) When the displacement of a body is at a right angle to the the direction of force acting on it, then the work-done will be zero.

What is the resultant force of 6N and 8N?

Two forces 6N and 8N acting at a point have their resultant 10N. What angle are they inclined with each other? ML workstations — fully configured. Let us save you the work. Our machine learning experts take care of the set up. We are trusted by Amazon, Tencent, and MIT.

What is the direction angle of the resultant force?

Direction Angle Of Resultant Force = tan -1((5 x sin(20) + 8 x sin(25))/(5 x cos(20) + 8 x cos(25))) = 23 °. The direction angle of resultant force is calculated from the resultant of two forces acting at an angle. Determine the resultant force using the resultant force calculator.

How do I determine the magnitude of the resultant force?

Two forces of magnitude 10N & 8N are acting at a point. If the angle b/w the two forces is 60°, how do I determine the magnitude of the resultant force? Easiest for me way is to add vectors of these forces. Lets place first force along X axis. Now let’s place second force along X axis. Now by simply adding vectors we get resultant vector.

What is the force of attraction between 10n and 15N?

According to question, two forces F1 and F2 of magnitude 10N and 15N are acting on a point with angle of 45° between them. => ẞ= w.r.t F1. Thus the resultant force is 5√ (13+6√2) N at an angle of w.r.t. F1.