91影视

• Mass of the ball,$\left(m\right)=2500kg$.
• Length of a cable,$\left(L\right)=17m$.

Using the formula of the period of the simple pendulum we can find the period of swinging, and hence, we can determine whether the period of the simple pendulum depends on the ball鈥檚 mass or not.

Formula:

The period of oscillation,

From equation (i), we can find the period of oscillations of the ball as:

$$\begin{gathered} T_{=}2蟺\sqrt{\frac{17M}{9.8M/S^2}} \\ =8.3_S \end{gathered}$$

Therefore, the period of swinging by assuming the system as a simple pendulum is $8.3_S$

From equation (i) of the period of a body鈥檚 oscillation, it can be clearly seen that the term 鈥減eriod鈥� only depends on the body鈥檚 length and acceleration.

From this relation, we can say that period is independent of the mass because this equation does not contain term .