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Application  Of  Peter Chew  Rule  In   Criminology  (  Bullet  Trajectories   Of  Leaning Tower )

Application Of Peter Chew Rule In Criminology ( Bullet Trajectories Of Leaning Tower )

Peter Chew

16,18 €
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Editorial:
Draft2Digital
Año de edición:
2024
Materia
Enseñanza de una materia específica
ISBN:
9798224631209

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Criminology is the scientific study of crimes and those who perform them. There are multitude of jobs within this field such as: Police officer, Crime scene investigator, prison physiologist, and security specialist. Trigonometry can be used in various fields of work within criminology, but the job that uses trig the most is a crime scene investigator. A crime scene investigator would use Trig to analyze things such as Bullet Trajectories. Traditionally, studies on bullet trajectories have predominantly focused on scenarios involving general towers, those perpendicular to the ground. This study uses the Peter Chew Rule to study the bullet trajectories of leaning towers. They are currently the sine rule and the cosine rule for the topic solution of triangle , another important rule will be added in the future, the Peter Chew rule. The sine rule generally is used to find a non-included angle when we’re given two sides and a non-included angle or the opposite side angle given when are given two angles and one side. The cosine rule generally is used to find the angle when we’re given three sides or to find the third side when are given two sides and the included angle. .Peter Chew Rule allow us to find a non included angle simple and directly when given 2 sides and an included angle. The purpose of Peter Chew’s Rule is to provide a simple and easier method compare current methods to aid in mathematics teaching and learning, especially if similar COVID-19 problems arise in the future. Therefore, applying Peter Chow’s rules in criminology can help solve criminological problems simply and easily. The purpose of Peter Chew’s Rule is the same as Albert Einstein’s famous quote Everything should be made as simple as possible, but not simpler.

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