A student creates a scale model of the planets in the solar system. How should the size of Jupiter compare to Mercury if the scale is accurate? (1 point)
COURSE TOOLS
• It will be thirty times the size
• It will be ten times the size.
• It will be twice the size
• It will be half the size
If the scale is accurate, the size of Jupiter should be twice the size of Mercury.
If the scale model is accurate, the size of Jupiter should be twice the size of Mercury.
To determine the correct answer, we need to know the scale being used for the model. If we assume a linear scale, where the size of each planet is directly proportional to its actual size, we can calculate the size of Jupiter in relation to Mercury.
First, let's consider the different answer choices:
1. It will be thirty times the size.
2. It will be ten times the size.
3. It will be twice the size.
4. It will be half the size.
To compare the size of Jupiter to Mercury, we need to know the ratio of their sizes in the model. Let's assume the scale is such that Jupiter is k times larger than Mercury.
Given the answer choices, we can evaluate each one:
1. If Jupiter is thirty times the size of Mercury, it means Jupiter = 30 * Mercury. However, this would not be accurate since Jupiter is significantly larger than Mercury.
2. If Jupiter is ten times the size of Mercury, it means Jupiter = 10 * Mercury. This option might be a possible answer, but we should verify it against the known sizes of the planets.
3. If Jupiter is twice the size of Mercury, it means Jupiter = 2 * Mercury. However, this is not accurate because Jupiter is much larger than Mercury.
4. If Jupiter is half the size of Mercury, it means Jupiter = (1/2) * Mercury. Similarly, this option does not align with the actual sizes.
Based on our evaluation, the most accurate answer would be:
It will be ten times the size.
However, it's important to note that without the specific scale being used for the model, it is difficult to provide a definitive answer.