Circular Motion and Gravitation

Conservation of mass

Conservation of energy

Conservation of charge

Conservation of momentum

$F = G \frac{(m_1 - m_2)}{r^2}$

$F = G (m_1 m_2) r^2$

$F = G \frac{(m_1 m_2)}{r^2}$

$F = G \frac{(m_1 + m_2)}{r^2}$

The distance between charges needed to measure a specific force value increases proportionally.

There would be no change in electrostatic force between them.

The electrostatic force between them would decrease.

The electrostatic force between them would increase.

The magnetic field strength increases

The magnetic field strength decreases

The current carrying capacity reduces

There will be an increase in electrical resistance within wire

Temperature of surrounding environment

Material making up resistor

Resistance of each resistor

Voltage of power supply

Electromagnetic force.

Gravitational force.

Strong nuclear force.

Weak nuclear force.

Conservation of energy

Conservation of momentum

Conservation of mass

Conservation of charge

It decreases by a factor of 2

It increases by a factor of 8

It remains constant

It increases by a factor of 4

Oscillation period will increase.

Amplitude remains undisturbed despite atmospheric drag forces being taken into consideration.

Magnitude diminishes rapidly upon inception thereof hinderance.

Frequency reduces momentously.

It increases due to acceleration from gravity.

It remains constant because energy is conserved.

It decreases as potential energy is lost during the fall.

It fluctuates due to changes in kinetic and potential energies.