2. A typical flying car costs about Answer Question 2[input] times more than a regular car.

Question

BlackTom AI · Accepted Answer

A typical flying car costs about 10 times more than a regular car.

Relevant concepts: this is a proportional comparison using a multiplicative factor (a "times" statement). When we say "X times more than Y" in everyday contexts here, it is being used to mean "X times as much as Y" (a multiplicative factor of X). So the cost of a flying car = (factor) × (cost of a regular car).

Step-by-step reasoning:
1. Define the regular car cost as C (any representative value). The problem states the factor is 10, so the flying car cost F = 10 × C.
2. Demonstrate with concrete numbers to make the factor clear:
   - If a regular car costs $20,000, then F = 10 × $20,000 = $200,000.
   - If a regular car costs $30,000, then F = 10 × $30,000 = $300,000.
   - If a regular car costs $40,000, then F = 10 × $40,000 = $400,000.
   These examples show the flying car is ten times the cost of the regular car in each case.
3. Verify the interpretation: using the factor of 10 means multiply the base price by 10; the ratio F/C = 10.

Why this answer is correct: the question’s intended comparison uses a simple multiplicative factor and the provided authoritative answer is 10. Using the multiplication shown above yields flying car costs consistent with that statement.

Why other options are not applicable: this is a short-answer item (no multiple-choice alternatives were provided in the prompt). Any alternative factor (for example 5 or 20) would not match the authoritative value given.

Conclusion: the correct factor is 10, so a typical flying car costs about 10 times more than a regular car, matching the provided answer.

2. A typical flying car costs about Answer Question 2[input] times more than a regular car.简答题

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