#### Quick Answer: If The Earth Were The Size Of A Tennis Ball, How Big And How Far Away Would The Sun Be?

If the Earth were the size of a tennis ball (about 8 cm in diameter), the Sun would be a massive 900 cm wide balloon, over one kilometer distant!

Contents

- 1 How far away from the tennis ball should your object be placed to represent the Earth Sun distance?
- 2 How big would the Sun be if the Earth was the size of a pea?
- 3 What is the distance between Earth and the Sun when Earth is scaled to the size of a ball bearing?
- 4 What if Earth was the size of a tennis ball?
- 5 Is the Sun 109 times bigger than Earth?
- 6 What is the ratio between the Earth’s diameter and the distance to the moon?
- 7 Is about 93 million miles away from Earth?
- 8 What is relative size of the Earth?
- 9 How far would the Earth be from the Sun if the Sun were the size of a basketball?
- 10 What is the scale size of the Sun?

## How far away from the tennis ball should your object be placed to represent the Earth Sun distance?

Sun D is equal to 1392684000 meters. The distance between the Sun and the Earth is 149598262000 meters. The diameter of a tennis ball is 67 mm, or 0.067 meter.

## How big would the Sun be if the Earth was the size of a pea?

The Earth (which has a diameter of 12000km) has been reduced down to the size of a pea (with a diameter of 6mm), while the Sun (which has a diameter of 1.4 million km) has been scaled down to a diameter of 700mm, or 70cm, if you mean everything has been scaled down by the same factor. This may be the size of a medium-sized exercise ball, or something similar.

## What is the distance between Earth and the Sun when Earth is scaled to the size of a ball bearing?

If the 1.68-inch-diameter golf ball symbolizes the sun’s diameter of 864 thousand miles, then the 93 million-mile distance between the Earth and the sun would be comparable to around 15 feet in distance. The kid who would be representing the Earth would have to hold a BB-sized Earth and stand around 15 feet away from the other students.

## What if Earth was the size of a tennis ball?

If the Earth were the size of a tennis ball (about 8 cm in diameter), the Sun would be a massive 900 cm wide balloon, over one kilometer distant! The moon would be the size of a little table-tennis ball (2 cm) and would be barely 200 centimeters distant!

## Is the Sun 109 times bigger than Earth?

The sun is located in the center of the solar system, where it is by far the greatest object in the entire universe. Approximately one million Earths could fit within the sun, which contains 99.8% of the solar system’s mass and measures approximately 109 times the circumference of the planet.

## What is the ratio between the Earth’s diameter and the distance to the moon?

The Earth is 12,740 kilometers (7900 kilometers) wide while the Moon is 3474 kilometers (2150 kilometers) across, yielding a ratio of 3.7.

## Is about 93 million miles away from Earth?

A: The Sun is approximately 150 billion meters (or 93 million miles) distant from the planet. A: It will take little more than eight minutes for the light to get from the sun to the earth, according to current estimates.

## What is relative size of the Earth?

The Earth’s circumference is approximately 13,000 kilometers. Mercury, the smallest terrestrial planet, has a diameter that is approximately 40 percent of that of Earth. Jupiter, the largest planet in the solar system, is more than 10 times the size of Earth. When it comes to planets, the maximum size is a few times greater than Jupiter – around the same size as the smallest stars in the universe.

## How far would the Earth be from the Sun if the Sun were the size of a basketball?

Did you know that if the Earth were the size of a basketball, the Sun would have a circumference of more than one hundred and fifty feet? When compared to the Earth’s diameter, which is 7,926 miles (12,756 km), the Sun’s diameter is 865,000 miles (1.39 million km), which is approximately 109 times greater.

## What is the scale size of the Sun?

The sun is almost a perfect spherical in shape. The distance between its equatorial diameter and its polar diameter is only 6.2 miles (10 km). The average radius of the sun is 432,450 miles (696,000 kilometers), which corresponds to a diameter of around 864,938 miles (132,000 kilometers) (1.392 million km). You might arrange 109 Earths in a straight line over the face of the sun.