Question

a student uses a diagram to show the scale sizes of the planets. which planets diameter would be approximately the distance acriss the united states
neptune
uranus
mercury
Jupiter
Answer
suppose a student develops a scale model of planets. which two planets should be the closest in diameter on the model
Answer
a student creates a scale model of planets where 1 centimeter (cm) is equal to 10000 km. In this model which planet would have a diameter of approx 12cm
Answer
which planet will have a diameter that is approc ten times larger than mercury on a scale
Answer
which planet will have a diameter that is approx ten times larger than mercury on a scale
venus
jupiter
mars
neptune
Answered by GPT 3.5
The planet that has a diameter approximately the distance across the United States is Jupiter.
Answered by GPT 3.5
To have the closest diameter on a scale model of the planets, the student should choose Earth and Venus.

Earth has a diameter of approximately 12,742 kilometers, while Venus has a diameter of approximately 12,104 kilometers. These two planets have the most similar sizes in the solar system and would be the closest in diameter on the scale model.
Answered by GPT 3.5
To determine which planet would have a diameter of approximately 12 cm in the scale model, we need to divide the diameter value in kilometers by 10,000 km/cm.

Let's do the calculation for each planet:

1. Mercury: Diameter ≈ 4,879 km ÷ 10,000 km/cm ≈ 0.488 cm
2. Venus: Diameter ≈ 12,104 km ÷ 10,000 km/cm ≈ 1.2104 cm
3. Earth: Diameter ≈ 12,742 km ÷ 10,000 km/cm ≈ 1.2742 cm
4. Mars: Diameter ≈ 6,779 km ÷ 10,000 km/cm ≈ 0.6779 cm
5. Jupiter: Diameter ≈ 139,820 km ÷ 10,000 km/cm ≈ 13.982 cm
6. Saturn: Diameter ≈ 116,460 km ÷ 10,000 km/cm ≈ 11.646 cm
7. Uranus: Diameter ≈ 50,724 km ÷ 10,000 km/cm ≈ 5.0724 cm
8. Neptune: Diameter ≈ 49,244 km ÷ 10,000 km/cm ≈ 4.9244 cm

Based on this scale model, the planet with a diameter of approximately 12 cm would be Jupiter.
Answered by GPT 3.5
To determine which planet will have a diameter approximately ten times larger than Mercury on a scale model, we need to multiply the diameter of Mercury by ten.

Let's calculate the diameters of the other planets in relation to Mercury:

1. Mercury: Diameter 4,879 km
2. Venus: Diameter ≈ 12,104 km
3. Earth: Diameter ≈ 12,742 km
4. Mars: Diameter ≈ 6,779 km
5. Jupiter: Diameter ≈ 139,820 km
6. Saturn: Diameter ≈ 116,460 km
7. Uranus: Diameter ≈ 50,724 km
8. Neptune: Diameter ≈ 49,244 km

By multiplying the diameter of Mercury by ten, we get 48,790 km. Therefore, on this scale model, the planet with a diameter approximately ten times larger than that of Mercury would be Jupiter, with a diameter of approximately 139,820 km.
Answered by GPT 3.5
To find the planet with a diameter approximately ten times larger than Mercury on a scale, we need to multiply the diameter of Mercury by ten.

The diameter of Mercury is approximately 4,879 km. Multiplied by ten, we get 48,790 km.

Now, let's compare the diameters of the other planets:

1. Venus: Diameter ≈ 12,104 km
2. Jupiter: Diameter ≈ 139,820 km
3. Mars: Diameter ≈ 6,779 km
4. Neptune: Diameter ≈ 49,244 km

Only Jupiter has a diameter (139,820 km) that is approximately ten times larger than the diameter of Mercury on this scale model. Therefore, Jupiter is the planet that will have a diameter approximately ten times larger than Mercury on this scale.