chose two of the distances from the sun and divide them. chose from different planets show all work.
Mercury is the closest planet to the sun. Its average distance from the sun is about 35.9 million miles (57.8 million kilometers).
The Earth travels around the sun at an average distance of 93 million miles (150 million kilometers).
So the distance between Mars and the sun may be as little as 128.4 million miles (206.7 million kilometers) or as much as 154.8 million miles (249.2 million kilometers).
Jupiter travels around the sun at an average distance of 483 million miles (778 million kilometers). It takes 11.9 Earth years to complete one orbit.
It orbits the sun at an average distance of 885.5 million miles (1.4 billion kilometers).
Uranus is 32,000 miles (51,500 kilometers) in diameter. It orbits the sun at an average distance of 1.8 billion miles (2.9 billion kilometers).
Neptune's average distance from the sun is about 2.8 billion miles (4.5 billion kilometers).
Let's choose Earth and Jupiter for this calculation.
Distance of Earth from the sun = 93 million miles
Distance of Jupiter from the sun = 483 million miles
Let's divide the distance of Earth from the sun by the distance of Jupiter from the sun:
93 million miles / 483 million miles
Simplifying the division:
= 0.1923076923076923
Therefore, the distance between Earth and Jupiter is approximately 0.1923076923076923.
Let's choose the distances from the sun of Mercury and Jupiter, and calculate their division.
Distance from the sun of Mercury: 35.9 million miles
Distance from the sun of Jupiter: 483 million miles
To find the division of these two distances, we divide the distance of Mercury by the distance of Jupiter:
35.9 million miles / 483 million miles
Now, let's calculate the result:
= (35.9 million miles) / (483 million miles)
= 0.07436
So, the division of the distances from the sun of Mercury and Jupiter is approximately 0.07436.
To find the ratio between the distances from the sun of two different planets, we need to choose two planets and divide their average distances.
Let's choose two planets from the given information:
1. Mercury: Average distance from the sun is about 35.9 million miles (57.8 million kilometers).
2. Jupiter: Average distance from the sun is about 483 million miles (778 million kilometers).
We will calculate the ratio of the distance of Jupiter to Mercury by dividing the average distance of Jupiter by the average distance of Mercury:
Ratio = (Average distance of Jupiter) / (Average distance of Mercury)
Ratio = (483 million miles) / (35.9 million miles)
Let's calculate the value of this ratio:
Ratio = 13.47
Therefore, the ratio between the average distances from the sun of Jupiter and Mercury is approximately 13.47.
Now, let's choose two different planets:
1. Earth: Average distance from the sun is about 93 million miles (150 million kilometers).
2. Uranus: Average distance from the sun is about 1.8 billion miles (2.9 billion kilometers).
We will calculate the ratio of the distance of Uranus to Earth by dividing the average distance of Uranus by the average distance of Earth:
Ratio = (Average distance of Uranus) / (Average distance of Earth)
Ratio = (1.8 billion miles) / (93 million miles)
Before calculating the ratio, we need to convert 1.8 billion miles to million miles since Earth's average distance is given in million miles:
1.8 billion miles = 1,800 million miles
Ratio = (1,800 million miles) / (93 million miles)
Let's calculate the value of this ratio:
Ratio ≈ 19.35
Therefore, the ratio between the average distances from the sun of Uranus and Earth is approximately 19.35.