Which statement describes the relationship between the mass of two objects and their gravitational attraction toward each other?(1 point)

Responses

If the mass of one object increases while the mass of the other object remains the same, then the gravitational attraction increases.
If the mass of one object increases while the mass of the other object remains the same, then the gravitational attraction increases.

If the mass of both objects increases by the same amount, then the gravitational attraction remains the same.
If the mass of both objects increases by the same amount, then the gravitational attraction remains the same.

If the mass of one object increases while the mass of the other object remains the same, then the gravitational attraction remains the same.
If the mass of one object increases while the mass of the other object remains the same, then the gravitational attraction remains the same.

If the mass of both objects increases by the same amount, then the gravitational attraction decreases.

If the mass of one object increases while the mass of the other object remains the same, then the gravitational attraction increases.

Which object will experience the least amount of gravitational attraction toward Earth?(1 point)

Responses

a 380-gram cup
a 380-gram cup

a 5-gram pencil
a 5-gram pencil

a 75-gram calculator
a 75-gram calculator

a 40-gram eraser

a 5-gram pencil

Use the table of the masses of several objects to answer the question.

Object Mass (grams)
paper clip 1.0
penny 2.5
book 860
cereal box 500
small pot 1,200
Between which two objects is gravitational attraction the greatest if placed 1 meter apart?

(1 point)
Responses

between the penny and the small pot
between the penny and the small pot

between the book and the cereal box
between the book and the cereal box

between the small pot and the book
between the small pot and the book

between the paper clip and the penny

between the small pot and the book

Good grief

F = G M1 M2 / d^2

Yes, that equation represents the gravitational force between two objects based on their masses (M1, M2), the distance between their centers (d), and the gravitational constant (G).