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4. Use the free body diagram and Newton's 2nd law to determine an expression for the Tension in the string from the forces in the vertical direction (should depend on m, g, and 0 only). Tcos@ Tsine mg Tension, T = horizontal direction the mass moves in a circular path of radius R and speed v. Newton's Second In the Law here therefore tells us: EF = ma, mv? Tsin(8) R Combine this with your result from part 4 to determine an expression for v in terms g. 0, and R. 5. If the mass is twirled around in a circle (circumference) exactly once, taking time, t, what would be the expression used to determine its speed, v?

4. Use the free body diagram and Newton's 2nd law to determine an expression for the Tension in the string from the forces in the vertical direction (should depend on m, g, and 0 only). Tcos@ Tsine mg Tension, T = horizontal direction the mass moves in a circular path of radius R and speed v. Newton's Second In the Law here therefore tells us: EF = ma, mv? Tsin(8) R Combine this with your result from part 4 to determine an expression for v in terms g. 0, and R. 5. If the mass is twirled around in a circle (circumference) exactly once, taking time, t, what would be the expression used to determine its speed, v?

College Physics
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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Here a=5, b=4and c=6.403. Please answer questions 4and 5
Heading 2 4. Use the free body diagram and Newton's 2nd law to determine an expression for the Tension in the string from the forces in the vertical direction (should depend on m, g, and O only). Tcose Tsine mg In the Tension, T= horizontal direction the mass moves in a circular path of radius R and speed v. Newton's Second Law here therefore tells us: EF = ma, mv? Tsin(0) = Combine this with your result from part 4 to determine an expression for v in terms g. 0, and R. 5. If the mass is twirled around in a circle (circumference) exactly once, taking time, t, what would be the expression used to determine its speed, v? 6. Use the simulation to vary the radius between 3 and 6. a. Gather data on the time it takes for the mass to travel once around the circle increments O Focus E E E -- vords English (United States) SEP
Transcribed Image Text:Heading 2 4. Use the free body diagram and Newton's 2nd law to determine an expression for the Tension in the string from the forces in the vertical direction (should depend on m, g, and O only). Tcose Tsine mg In the Tension, T= horizontal direction the mass moves in a circular path of radius R and speed v. Newton's Second Law here therefore tells us: EF = ma, mv? Tsin(0) = Combine this with your result from part 4 to determine an expression for v in terms g. 0, and R. 5. If the mass is twirled around in a circle (circumference) exactly once, taking time, t, what would be the expression used to determine its speed, v? 6. Use the simulation to vary the radius between 3 and 6. a. Gather data on the time it takes for the mass to travel once around the circle increments O Focus E E E -- vords English (United States) SEP
E & M Rotation Fluids Modern Drawing Tools Fun Stuff Forces Conservation Waves Light Home Kinematics The Conical Pendulum Animation Speed Run ......... Pause R= 5 Reset t= 15.95 Tcose a = 0° 6 8 View Angle 12 14 16 -2 Tsiné -6 -4 mg 云 Show Grid & Axes . ... Show Free Body Diagram Show Components Description This is a simulation of a conical pendulum. A conical pendulum consists of an object attached to a string and moving in a horizontal circle. The string length in the simulation is fixed, adjust the radius, animation speed, and
Transcribed Image Text:E & M Rotation Fluids Modern Drawing Tools Fun Stuff Forces Conservation Waves Light Home Kinematics The Conical Pendulum Animation Speed Run ......... Pause R= 5 Reset t= 15.95 Tcose a = 0° 6 8 View Angle 12 14 16 -2 Tsiné -6 -4 mg 云 Show Grid & Axes . ... Show Free Body Diagram Show Components Description This is a simulation of a conical pendulum. A conical pendulum consists of an object attached to a string and moving in a horizontal circle. The string length in the simulation is fixed, adjust the radius, animation speed, and
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