A pendulum with a period of 1 s on Earth, where the acceleration due to gravity is g, is taken to another planet, where its period is 2 s. The acceleration due to gravity on the other planet is most nearly .

The acceleration due to gravity on the other planet is 1/4 of the acceleration due to gravity on earth

Explanation:

Using the formula;

      ......................equation 1

for earth we have;

        ..................equation 2

for the other planet we have;

      ...................equation 3

divide the equation 3 by equation 2;

The gravitational acceleration on the other planet will be one-fourth of the Earth's gravitational acceleration.

The formula for the period of the pendulum,

Where,

- period

- length

- gravitational acceleration

On the earth,

......................1

On the other planet,

.....................2

From equations 1 and 2,

Therefore, the gravitational acceleration on the other planet will be one-fourth of the Earth's gravitational acceleration.

To know more about gravitational acceleration.

use photo math tells u all the answers thats what i use

i dont have a visual in front of me, but i can you reason to try to get the right one. the graph should look like this, 0 to 6 there is a spike, 12 to 14 there should be a very low point. slight increase in the graph at 12 to 14, and flat 14 to 18

explanation: