The Time Period for the Rotation of the Conical Pendulum $\theta$

question 23

Multiple Choice

The time period for the rotation of the conical pendulum moving in a horizontal circle (bob mass = M,string length L,and vertical half angle $\theta$ ; see figure) is given by the expression:

• A)2 \(\pi\) \(\times\) {Lcos \(\theta\) /g}^1/2
• B)2 \(\pi\) \(\times\) {Lsin \(\theta\)/g}^1/2
• C)2 \(\pi\) \(\times\) Lcos \(\theta\) /g
• D)2 \(\pi\) \(\times\) Lsin \(\theta\) /g
• E){2 \(\pi\) \(\times\) Lcos \(\theta\) /g}^1/2

Grasp the concept of distributed networks and their legitimate uses within global corporations.

Discern the ethical and legal considerations of privacy in the use of social media within the context of employment.

Understand the concept of stereotype threat and its impact on performance.

Recognize the difference between intrinsic and extrinsic motivation and their effects on behavior.

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