Sunday, May 5, 2019
Physics of cheerleading Term Paper Example | Topics and Well Written Essays - 1250 words
Physics of cheerleading - Term Paper ExampleAccording to Newtons faithfulness of reaction, when two objects act together the force on one object becomes the same as the order of magnitude but in opposite direction to the other. Studies reveal that, when two objects act together, there are several(prenominal) forces. This is because, one object tends to exert force on the other one which acts upon it hence the reaction forces outlined in the third law of motion. The action forces always accelerate towards the earth while the reaction moves forward from the earth. This can be presented in an equation with variables in the normal force which acts on both forces asThe speed of rotation into the air can increase or decrease when the distance of mass and axis is changed. When performing a stunt, the cheerleader may not piss momentum if on the ground since velocity and repose are zero.Incase one jumps to decrease the distance between the body and axis of rotation, then the angulate mom entum remains constant since there is no outer torque which has taken place in the radius of X. Today, most of the cheerleaders are expected to poses athletic shape with gymnastic foundation. So as to gain the force required to spin into the air without anybody increasing or decreasing the momentum while in the air.According to Hewitt, Paul and Wolf (2008, p 136), the main principle behind physics of cheerleading is to set up a good charge allotment in the stunts, for example in pyramids. This is created by putting a great number of people at the bum than at the top. The strong members of the group form the keister while the lighter members are put on the top. This makes it possible for the team to perform stunt that bear upon holding and tossing the cheerleader up in the air. Stunt depends on having the right number of people forming the top and bottom in the pyramid. In stunt, balancing is important so as to help in supporting the weight exerted at top of the
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