Question

Почему метод оборотного маятника точнее находит ускорение свободного падения,чем метод математического

Answer 1

Потому-что это метод оборотного маятника :D

Answer 2

Understanding the Accuracy of the Pendulum Method for Finding Acceleration Due to Gravity

The method of the pendulum is often considered more accurate for finding the acceleration due to gravity compared to the mathematical method. This is due to the physical nature of the pendulum and its ability to provide a direct measurement of gravitational acceleration.

When a pendulum swings, it does so under the influence of gravity, and its motion can be described by the relationship between the period of oscillation and the length of the pendulum. This relationship is given by the formula:

T = 2π√(L/g)

Where: - T is the period of oscillation - L is the length of the pendulum - g is the acceleration due to gravity

By measuring the period of oscillation and the length of the pendulum, the value of g can be directly calculated using the above formula. This direct physical measurement makes the pendulum method inherently more accurate in determining the acceleration due to gravity.

The mathematical method, on the other hand, often involves theoretical calculations and assumptions, which may introduce errors or uncertainties. It may rely on complex mathematical models and approximations, which can lead to less accurate results compared to the direct measurement provided by the pendulum method.

Conclusion

In conclusion, the method of the pendulum is considered to be more accurate for finding the acceleration due to gravity compared to the mathematical method due to its direct physical measurement of gravitational acceleration. This direct measurement provides a more reliable and accurate determination of the acceleration due to gravity.