What Does C Represent in Physics Equation t = C X sqrt(h/g)?

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The equation t = C X sqrt(h/g) is discussed in relation to the period of a pendulum, where "C" is suggested to be a constant. One participant identifies "C" as 2*pi, which aligns with standard pendulum equations. Another participant proposes that "C" could be sqrt(2), questioning its validity. The discussion revolves around clarifying the correct value of "C" in this context. Understanding the role of "C" is crucial for accurately interpreting the equation's application to pendulum motion.
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I was looking at a Physics class from the MIT. The Professor gave this equation to the "Time":

t = C X sqrt(h/g)

What does or can the "C" which is I think is a "Constant" here represent?

Thanks.
 
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This looks to me to be the equation for the period of a pendulum of length H, where C is 2*pi.
 


Thank you for your reply.

What I have here is that he said that:

C = sqrt(2)

Does that make sense?

Thanks.
 
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