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in this video were going to be talking about work done by a force field and in this particular problem weve been asked to find the work done by a force field in order to move an object from the point P to the point Q weve been told that we have a vector field capital F of XY this capital F always denotes vector field which is equal to or defined by the equation 2y to the three-halves times i plus 3x square root of Y times J theyve also identified the points P and Q as 1 1 and 2 4 respectively so what were looking for is the work done in order to move some object from 1 1 2 to 4 from P to Q assuming that were moving that object inside of this vector field F so the first thing we need to do is establish that the vector field F is a conservative vector field and the reason that we need to do that is because conservative vector fields are path independent they are independent of paths which means that when we take a line integral between two points the value of the line integral onl