The work-done by the force F = Ay’î + 2x?;), (where A is a constant and x and y are in metres) in one loop for the path shown is at abt be to c b(d,d) (0,0) a X 1) zero (2) Ad (3)Ad (4) Ad

The work done by the force vec(F)=A(y^(2) hati+2x^(2)hatj) , where A is a constant and x & y are in meters around the path shown is :

The work done by the force vec(F)=A(y^(2) hati+2x^(2)hatj) , where A is a constant and x & y are in meters around the path shown is :

The work done by the force = vec F = A (y^(2) hati + 2 x^(2) hatj) , where A is a constant and x and y are in meters around the path shown is.

A force F=(2+x) acts on a particle in x-direction where F is in newton and x in metre. Find the work done by this force during a displacement form 1. 0 m to x = 2.0 m.

A force F=(2+x) acts on a particle in x-direction where F is in newton and x in metre. Find the work done by this force during a displacement form 1. 0 m to x = 2.0 m.

A force F=(15+0.50x) acts on a particle in the X-direction ,where F is in newton and x in metre Find the work done ' by this force during a displacement from x=0 to x=2.0 m .

A Force F acting on an object varies with distance x as shown in the figure . The force is in newton and x in metre. The work done by the force in moving the object from x = 0 to x = 6m is (a) 4.5 J (b) 13.5 J (c) 9.0 J (d) 18.0 J

A force F=a+b x acts on a particle in the X-direction, where a and b are constants. Find the work done by this force during a displacement from x=0 to x=d/

A force F=a+bx acts on a particle in the x-directioin, where a and b are constants. Find the work done by this force during a displacement form x=0 to x=d .