Question
Lou and Jacob each sold 200 pieces of jewelry. If 20% of Lou's sales were rings, and Jacob sold 35 rings, who sold more rings?
Jacob sold 5 more rings than Lou.
Lou sold 5% more rings than Jacob.
Jacob sold 5% more rings than Lou.
Lou sold 5 more rings than Jacob.
Jacob sold 5 more rings than Lou.
Lou sold 5% more rings than Jacob.
Jacob sold 5% more rings than Lou.
Lou sold 5 more rings than Jacob.
Answers
GPT-4o mini
To determine who sold more rings, let's calculate the number of rings sold by Lou first.
1. **Lou's Sales:**
- Lou sold 200 pieces of jewelry.
- 20% of Lou's sales were rings.
- The number of rings Lou sold = 20% of 200 = 0.20 * 200 = 40 rings.
2. **Jacob's Sales:**
- Jacob sold 35 rings.
Now we can compare the number of rings sold by each:
- Lou sold 40 rings.
- Jacob sold 35 rings.
**Comparison:**
- Lou sold 40 rings, while Jacob sold 35 rings.
Thus, Lou sold more rings than Jacob.
Since Lou sold 5 more rings than Jacob (40 - 35 = 5), the correct statement from the options would be:
**"Lou sold 5 more rings than Jacob."**
1. **Lou's Sales:**
- Lou sold 200 pieces of jewelry.
- 20% of Lou's sales were rings.
- The number of rings Lou sold = 20% of 200 = 0.20 * 200 = 40 rings.
2. **Jacob's Sales:**
- Jacob sold 35 rings.
Now we can compare the number of rings sold by each:
- Lou sold 40 rings.
- Jacob sold 35 rings.
**Comparison:**
- Lou sold 40 rings, while Jacob sold 35 rings.
Thus, Lou sold more rings than Jacob.
Since Lou sold 5 more rings than Jacob (40 - 35 = 5), the correct statement from the options would be:
**"Lou sold 5 more rings than Jacob."**