The equation below is the solution to a problem.
)
The best physical representation of this equation is
A)a sphere of 2.00 kg mass under a 6.00 N tension when at the bottom of a vertical circle.
B)a sphere of 2.00 kg mass under a 6.00 N tension when at the side of a vertical circle.
C)a sphere of 2.00 kg mass under a 6.00 N tension when at the top of a vertical circle.
D)a sphere of 2.00 kg mass at any point on a horizontal circle.
E)a 2.00 kg gecko running on the ceiling with a speed of 8.00 m/s.

Question

The equation below is the solution to a problem. 
)
The best physical representation of this equation is
A)a sphere of 2.00 kg mass under a 6.00 N tension when at the bottom of a vertical circle. 
B)a sphere of 2.00 kg mass under a 6.00 N tension when at the side of a vertical circle. 
C)a sphere of 2.00 kg mass under a 6.00 N tension when at the top of a vertical circle. 
D)a sphere of 2.00 kg mass at any point on a horizontal circle. 
E)a 2.00 kg gecko running on the ceiling with a speed of 8.00 m/s.

Quizplus · Accepted Answer

The equation given, 11ea7ff9_2ab2_3de9_a768_bdba632b3a89_TB2295_00, is actually a unique identifier or code and does not have any physical meaning. Therefore, one cannot use it to determine a best physical representation. However, based on the given choices, the best representation for a situation involving tension and vertical circular motion is a sphere of 2.00 kg mass under a 6.00 N tension when at the top of a vertical circle (choice C). At the top of the circle, the tension in the string is at its minimum and the weight of the sphere is the maximum, resulting in a net downward force equal to the centripetal force required for circular motion.

The Equation Below Is the Solution to a Problem