To determine the astronomical unit distance between Jupiter and Uranus, we can use the given information about the distances between Jupiter and Saturn, as well as between Saturn and Uranus.
Given that the distance between Jupiter and Saturn is 17.2 cm and the distance between Saturn and Uranus is 38.8 cm, and knowing that the astronomical unit distance between Jupiter and Saturn is 4.3 AU, we can calculate the astronomical unit distance between Jupiter and Uranus.
To do this, we can set up a proportion:
17.2 cm / 4.3 AU = 38.8 cm / x AU
Cross-multiplying:
17.2 cm * x AU = 38.8 cm * 4.3 AU
Dividing both sides by 17.2 cm:
x AU = 169.24 cm / 17.2 cm
Simplifying:
x AU ≈ 9.822
Therefore, the astronomical unit distance between Jupiter and Uranus is approximately 9.7 AU.
Use this paragraph: In a scale model of the solar system, the distance between Jupiter and Saturn is 17.2 cm, while the distance between Saturn and Uranus is 38.8 cm. The astronomical unit distance between Jupiter and Saturn is 4.3 AU.
What is the astronomical unit distance between Jupiter and Uranus?
(1 point)
Responses
5.4 AU
5.4 AU
14 AU
14 AU
9.7 AU
9.7 AU
1.9 AU
1.9 AU
3 answers
How do scientists describe the arrangement of the early solar system?(1 point)
Responses
a rotating disk of space rocks and gases
a rotating disk of space rocks and gases
a clump of frozen gases, ice, and rock that orbits the sun
a clump of frozen gases, ice, and rock that orbits the sun
a sphere containing stars, ice crystals, and dust
a sphere containing stars, ice crystals, and dust
a system where planets revolve around the sun in orbits
Responses
a rotating disk of space rocks and gases
a rotating disk of space rocks and gases
a clump of frozen gases, ice, and rock that orbits the sun
a clump of frozen gases, ice, and rock that orbits the sun
a sphere containing stars, ice crystals, and dust
a sphere containing stars, ice crystals, and dust
a system where planets revolve around the sun in orbits
a rotating disk of space rocks and gases
7 answers