Find the force that is necessary! Multiple choice. 8 points. Will give brainliest.

F/6.

Explanation:

Let 'M' represent the mass of the block.

Let 'F' represent the force on earth.

Let 'a' represent the acceleration on earth.

Let 'Fm' represent the force on the moon.

Let 'am' represent the acceleration on the moon.

Recall:

Force (F) = mass (M) x acceleration (a)

F = M•a

Making M the subject

M = F/a

But,

Acceleration on the moon (am) = 1/6 acceleration (a) of earth.

am = 1/6a

Fm = M•am

M = Fm/am

M = Fm/(1/6a)

Since the mass of an object is constant,

Therefore,

Mass on earth = mass on moon

Mass on earth (M) = F/a

Mass on moon (M = Fm/(1/6a)

F/a = Fm/(1/6a)

Cross multiply

Fm × a = F × 1/6a

Divide both side by a

Fm = (F × 1/6a) /a

Fm = F/6

Therefore, the force necessary to give the moon bound block the same acceleration is F/6.

resonant frequency

we need to know the time interval during which the force acts. impulse of force = momentum change