![]() ![]() W is denoted as Work done with the help of force. ![]() Joule can be explained as, the work done with the help of force of 1 Newton in a body which is move in a motion via a distance of 1 meter in the point of the compass of the force. The dimensional formula for the work can is, ML 2T -2. Image – A baseball pitcher does positive work on the ball by applying a force to it over the distance it moves while in his grip So, the relation of the force and displacement can be written as, Work = Force x Displacement in the point of the compass of the force. If the direction of the force and displacement are same then from that a body’s work done easily can be estimate. Product of force and displacement is defined as work. Work is a scalar quantity but interestingly the work is the product of two vector quantities. If a matter is moves in two different ways such as a and b then the resultant of displacement can be written as, The amount of force is required to accelerate a car for moving Mumbai to Kolkata at the 4.20 meter per Second Square and the mass of the car is 1400 kilogram is 5880 Newton. Problem statement with solution:-2Ĭalculate the amount of force is required to accelerate a car for moving Mumbai to Kolkata at the 4.20 meter per Second Square and the mass of the car is 1400 kilogram.Īcceleration of the car = 4.20 meter per seconds square The amount of force is required to accelerate a car which contains 1200 kilogram mass at the 5.00 meter per Second Square is 6000 Newton. The equation of the force can be express mathematically as, Problem statement with solution:-1Ĭalculate the amount of force is required to accelerate a car which contains 1200 kilogram mass at the 5.00 meter per Second Square.Īcceleration of the car = 5.00 meter per seconds square Using the formula for the force the other physical property such as mass, force, acceleration, velocity and momentum easily can be estimate. So, the physical property of force can be defines as the motion of change of momentum. The equation of the force can be express mathematically as,Ī is expressed as acceleration of the substanceįormula for the inertia can be written as, p = mv which can be expressed as momentum. The amount of net force can be estimate by the help of vector product of acceleration and mass. Image Credit – Wikimedia Commons What is the formula of force and displacement? Image – Simple harmonic motion, showing rough graphs of displacement, velocity, momentum, acceleration and force The force can accelerate the speed of a body which already have a motion.The direction of a body can be change by application of force by externally which already have a motion along with size and shape.A body which have a movement by external force application the movement of body can be stop or slow down.A body which is in rest position the force can give a movement to the body.The physical property of force have some effects on a body which are listed below, Means if the rate of force is increases then the rate of displacement of a body is also increases and if the rate of force is decreases then the rate of displacement of a body is decreases. In the simple harmonic motion the force is directly proportional with the physical property of displacement. ![]() The dot product of the force and displacement in the point of the compass of the force is term as work. In the dimensional formula the M is denoted as the mass of the substance, L denoted as the length of the substance and T denoted as time taken by the substance. The dimensional formula for the force is M 1L 1T –2 and the dimensional formula for the displacement is M 0L 1T 0. The force carried both direction and magnitude thus force can consider as vector quantity. The term force can be explain as, an influxes which able to change the rate of a substance. The term displacement pointed as an arrow which is denoted the position from where a substance starts to move to the final destination position. Displacement has both magnitude and direction. The term displacement can be explained as, the changing of position for a particular substance. The both physical quantities force and displacement have magnitude and direction.įor appearing the displacement a component of force must be present in the point of the compass of the displacement. Displacement and force both are the vector expression. ![]()
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