10 N

20 N

40 N

80 N

The gravitational force.

The mass of the Earth.

The distance of the Earth.

The universal gravitational constant.

combine into a larger mass.

attract each other.

create gravitational fields.

push each other apart.

a stronger force than the Moon attracts the Earth.

a weaker force than the Moon attracts the Earth.

the same force as the Moon attracts the Earth.

a force that is sometimes stronger and other times weaker than the Moon attracts the Earth.

They are closer to space.

The atmosphere is lighter.

The mountain adds more mass.

The mountain adds more distance.

Object A

Object C

A and C exert an equal force on B

Cannot be determined

20 N

40 N

80 N

160 N

The field exerts a gravitational force upon the apple.

The Earth exerts a gravitational force upon the apple.

Masses attract each other.

On Earth, all objects fall with acceleration 9.8 m/s².

G is a fundamental constant, whereas g is a physical quantity and subject to change.

Both G and g can change, but g can only change if you go to a different planet.

G and g are both constant, but g is determined by the mass and radius of the Earth.

The strength of G is determined by g.

5 N/kg

10 N/kg

20 N/kg

40 N/kg

1.5 N/kg

7.5 N/kg

15 N/kg

60 N/kg

2 m/s²

4 m/s²

8 m/s²

32 m/s²

(a) is same on equator and poles

(b) is least on poles

(c) is least on equator

(d) increases from pole to equator

(a) the earth and a point mass only

(b) the earth and Sun only

(c) any two bodies having some mass

(d) two charged bodies only

(a) depends on mass of earth only

(b) depends on radius of earth only

(c) depends on both mass and radius of earth

(a) is independent of mass and radius of the earth

(a) 9.8 N

(b) 19.6 N

(c) 6.67 x 10^–11 N

(d) 2 x 6.67 x 10^–11 N

(a) gravitational potential

(b) acceleration due to gravity

(c) gravitational field

(d) universal gravitational constant

(a) zero

(b) infinite

(c) R times the weight at the surface of the earth

(d) 1/R² times the weight at surface of the earth

(a) 2kgf

(b) 72kg

(c) 12kg

(d) zero

$$F=\frac{GM_1M_2}{d^2}$$

$$F=mg$$

$$F=\frac{Gd^2}{m_1m_2}$$

F= $$F=\frac{KQ_1Q_2}{d^2}$$

$$\frac{1}{4}$$ of the original force

$$\frac{1}{6}$$ of the original force

twice as much

4 times as much

2.67 * 10^-11 N

0.4 N

6.67 * 10^-11 N

1.3 * 10^-8 N

130565.25 m

361.34 m

0.19575 m

0.783 m

Electrical forces between the sun and the moon

gravitational forces between the Earth and the moon.

Magnetic forces between the Earth and the moon

Motion of the moon around the earth

500 N

250 N

2000 N

4000N

Because of Lack of support force as they fall

because they are really weightless

because their mass is negligible as they fall

because they are falling at constant velocity

No, it could have fallen by now.

No, there is no good explanation as to why

Yes, the moon is falling around the earth due to its tangential velocity.

Yes, the moon is falling straight down.

attraction

repulsion

both

none

6.67X 10^-11

6.80X10¹²

7.97X10^-10

NONE

Nm²/kg

Nm²/kg²

unitless

none

the value of g does not depend of mass of object

the value of g depends on mass of object

both a and b

none

Mass of an object is the quantity of matter contained in it whereas weight of an object is the force with which it is attracted towards the centre of earth

Mass is a vector and weight is scalar

Mass is constant whereas weight is not

SI unit of mass is Kg and SI unit of weight is Newton

5 kg

6kg

7kg

10kg

$$W=\frac{GMm}{r}$$

$$F\ =\frac{GMm}{r^2}$$

$$V\ =\sqrt{\frac{GM}{r}}$$

$$g=-\ \frac{GM}{r}$$

is the altitude or height of the satellite from the surface of the planet

radius of the planet

radius of the satellite

distance of the two objects from their center

g_p < g_e

g_p = g_e = g

g_p < g_e = g

g_p > g_e