Question

what kind of graph would result in the period t graft as a function of the square root of the length​

Answer 1

Answer :

presume that we are talking of a simple pendulum.

presume that we are talking of a simple pendulum.The period of a simple pendulum is, T=2πlg−−√=(2πg√)l√.

presume that we are talking of a simple pendulum.The period of a simple pendulum is, T=2πlg−−√=(2πg√)l√. 2πg√ is a constant for a given location.

presume that we are talking of a simple pendulum.The period of a simple pendulum is, T=2πlg−−√=(2πg√)l√. 2πg√ is a constant for a given location.⇒ We can write T=kl√, where k is a constant.

presume that we are talking of a simple pendulum.The period of a simple pendulum is, T=2πlg−−√=(2πg√)l√. 2πg√ is a constant for a given location.⇒ We can write T=kl√, where k is a constant.⇒ The graph of the period, T, as a function of the square root of length, l, would be a straight line with slope k=2πg√.

the square root of length, l, would be a straight line with slope k=2πg√. We can use such a graph for determining the value of the acceleration due to gravity at any location....

Hope these answer helps you...