If the Earth was the size of a basketball, then the Moon would be about the size of a tennis ball in relative scale. The Moon is about 1/4 the diameter of Earth, so in this scenario, its size would proportionally shrink down as well.
The phase of the moon where no part of it is visible is called a "new moon." This phase occurs when the moon is positioned between the Earth and the Sun, making it appear completely dark from our perspective on Earth.
The moon orbits around the Earth in a similar way that the Earth orbits around the sun. The moon's orbit is elliptical, meaning it is not a perfect circle, and it takes about 27.3 days to complete one orbit around the Earth. This orbit creates the phases of the moon that we see from Earth.
No, gravity does not do positive work in this scenario. The gravitational force that keeps the moon in its orbit is perpendicular to the moon's motion, and work is only done when a force is acting in the direction of the object's displacement. Gravity is doing negative work in this case because it is pulling the moon inward while the moon is moving tangentially.
The work done by the Earth on the space station is zero since the force of gravity is perpendicular to the motion of the space station. This means that there is no displacement in the direction of the force, and thus no work is done.
no........not really:)
Answer #1:YES======================Answer #2:No
We would have to know the masses of the Earth and the Moon to figure that out. But I will tell you this: The minimum work done is the energy needed to get the spaceship to the point between the Earth and the Moon where the gravitational influences of the two celestial objects cancel each other. After it passes this point, the spaceship will be pulled towards the Moon by the Moon's gravitational attraction, thus eliminating the need to push the spaceship further.
The shade of the earth on the moon is what causes the gibbous moon.
If the Earth was the size of a basketball, then the Moon would be about the size of a tennis ball in relative scale. The Moon is about 1/4 the diameter of Earth, so in this scenario, its size would proportionally shrink down as well.
The phase of the moon where no part of it is visible is called a "new moon." This phase occurs when the moon is positioned between the Earth and the Sun, making it appear completely dark from our perspective on Earth.
The work done by the moon in orbiting the Earth is minimal as no significant force is required to maintain its movement. The moon's orbit is essentially a stable and balanced system, so the work done is negligible.
No. This description does not quite work becomes the moon is not a planet; it is a moon.
The moon orbits around the Earth in a similar way that the Earth orbits around the sun. The moon's orbit is elliptical, meaning it is not a perfect circle, and it takes about 27.3 days to complete one orbit around the Earth. This orbit creates the phases of the moon that we see from Earth.
No, gravity does not do positive work in this scenario. The gravitational force that keeps the moon in its orbit is perpendicular to the moon's motion, and work is only done when a force is acting in the direction of the object's displacement. Gravity is doing negative work in this case because it is pulling the moon inward while the moon is moving tangentially.
The work done by the Earth on the space station is zero since the force of gravity is perpendicular to the motion of the space station. This means that there is no displacement in the direction of the force, and thus no work is done.
A solar eclipse occurs when the Moon passes directly between the Earth and the Sun, blocking the Sun's light and casting a shadow on Earth. This alignment causes the Moon to temporarily cover the Sun, creating a darkened area on Earth as viewed from certain locations.