In the experiment on simple pendulum, it is found that the time period of oscillation is directly proportional to its effective length. What conclusion do you draw about the shape of the curve obtained from the graph?

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Solution

The correct option is B

The curve on the graph will be a straight line. This implies that the variation of the square of the time period $(T^{2})$ with length (l) is a straight line inclined to Y-axis. This shows that T² is directly proportional to length.

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In the experiment on simple pendulum, it is found that the time period of oscillation is directly proportional to its effective length. What conclusion do you draw about the shape of the curve obtained from the graph?

The correct option is B The curve on the graph will be a straight line. This implies that the variation of the square of the time period (T2) with length (l) is a straight line inclined to Y-axis. This shows that T2 is directly proportional to length.

The correct option is B

The curve on the graph will be a straight line. This implies that the variation of the square of the time period $(T^{2})$ with length (l) is a straight line inclined to Y-axis. This shows that T² is directly proportional to length.