Derive an equation for tension (F T ) as a function of period (T),… Derive an equation for tension (FT) as a function of period (T), start

Derive an equation for tension (F T ) as a function of period (T),… Derive an equation for tension (FT) as a function of period (T), starting from Newton’s Second Law (for circular motion). This means that you are to start with Fc=mac and get to an equation where tension FT is the isolated dependent variable and period T is the independent variable, even though in actuality, period is dependent on tension. This can be written on paper and a photo uploaded here or can be typed with proper formatting. Be sure to show all steps of the derivation. It is also a good idea to include FBD’s and brief notes on any steps that you think might require some explanation. Note that there are two different masses that need to be kept track of (m1 and m2).Mass of hanging objectm1(kg)Force of gravity on hanging objectFg(N)Force of tension in stringFT(N)Trial 1Time for 10 cycles t (s)[+/- 0.1]Trial 2Time for 10 cycles t (s)[+/- 0.1]Trial 3Time for 10 cycles t (s)[+/- 0.1]Average Period T(s)[+/-0.1]0.1000.980.985.55.85.50.56  Science Health Science PHYSICS 202 Share QuestionEmailCopy link