Questions: Kevin used a kit to put together this model of the solar system. What are two limitations of Kevin's model? A. The real planets move around the Sun, but the model planets cannot. B. The distance between the planets car't be set to scale in the model. C. The model Sun can't give off heat and light as hot and bright as those from the real Sun. D. The model can't have the correct number of planets.

Kevin used a kit to put together this model of the solar system. What are two limitations of Kevin's model? A. The real planets move around the Sun, but the model planets cannot. B. The distance between the planets car't be set to scale in the model. C. The model Sun can't give off heat and light as hot and bright as those from the real Sun. D. The model can't have the correct number of planets.
Transcript text: Kevin used a kit to put together this model of the solar system. What are two limitations of Kevin's model? A. The real planets move around the Sun, but the model planets cannot. B. The distance between the planets car't be set to scale in the model. C. The model Sun can't give off heat and light as hot and bright as those from the real Sun. D. The model can't have the correct number of planets.
failed

Solution

failed
failed

Solution Steps

Step 1: Identify the Question

The question asks for two limitations of Kevin's model of the solar system.

Step 2: Analyze the Options

The options provided are:

  • A. The real planets move around the Sun, but the model planets cannot.
  • B. The distance between the planets can't be set to scale in the model.
  • C. The model Sun can't give off heat and light as hot and bright as those from the real Sun.
  • D. The model can’t have the correct number of planets.
Step 3: Evaluate Each Option
  • Option A: This is a valid limitation because the model planets are typically fixed and do not move like real planets.
  • Option B: This is also a valid limitation because it is difficult to accurately represent the vast distances between planets in a small model.
  • Option C: This is a valid limitation as well, but it is less relevant to the structural representation of the solar system.
  • Option D: This is not necessarily a limitation if the model includes all the planets.
Step 4: Select the Most Relevant Limitations

The most relevant limitations are:

  • A. The real planets move around the Sun, but the model planets cannot.
  • B. The distance between the planets can't be set to scale in the model.

Final Answer

The two limitations of Kevin's model are:

  • A. The real planets move around the Sun, but the model planets cannot.
  • B. The distance between the planets can't be set to scale in the model.
Was this solution helpful?
failed
Unhelpful
failed
Helpful

Questions asked by other users

failedAnswered
Suppose that the functions g and f are defined as follows. g(x)=x-1 f(x)=(x+3)(x+1) (a) Find (g/f)(-6) (b) Find all values that are NOT in the domain of g/f. If there is more than one value, separate them with commas. (a) (g/f)(-6)= (b) Value(s) that are NOT in the domain of g/f :
failedAnswered
Gerald had scores of 85, 97, 94, and 100 on four exams in his algebra class. What score will he need on his fifth exam to have an overall average of 95? (All exams have a maximum of 100 points.)
failedAnswered
Write the solution in interval notation and graph it. 7x + 1 ≤ 8x - 4 [5, ∞) (-∞, -4] [4, ∞) (-∞, 5] (-∞, ∞)
failedAnswered
A marathon runner runs with an average velocity of 5.5 m / s. How long in seconds does it take for the runner to travel 158 m ? (Round to the nearest second.)
failedAnswered
Use the graph to determine the following. a. the function's domain b. the function's range Assume that the graph of the function continues its trend beyond the displayed coordinate grid. a. What is the function's domain? (Type your answer in interval notation.) b. What is the function's range? (Type your answer in interval notation.)