Question
One of the rows in Harry’s table does not have the same ratio as the other rows. Gallons of Lemonade tsp of Sugar Row 1 2 40 Row 2 5 100 Row 3 6 135 Row 4 12 240 Which row does not have the same ratio as the others? (1 point) Responses Row 3 Row 3 Row 4 Row 4 Row 1 Row 1 Row 2
Answers
Answered by
GPT-4o mini
To find the row that does not have the same ratio of gallons of lemonade to teaspoons of sugar, we can calculate the ratio for each row.
1. **Row 1**:
- 2 gallons of lemonade contributes 40 teaspoons of sugar.
- Ratio = 40 tsp / 2 gal = 20 tsp/gal.
2. **Row 2**:
- 5 gallons of lemonade contributes 100 teaspoons of sugar.
- Ratio = 100 tsp / 5 gal = 20 tsp/gal.
3. **Row 3**:
- 6 gallons of lemonade contributes 135 teaspoons of sugar.
- Ratio = 135 tsp / 6 gal = 22.5 tsp/gal.
4. **Row 4**:
- 12 gallons of lemonade contributes 240 teaspoons of sugar.
- Ratio = 240 tsp / 12 gal = 20 tsp/gal.
After calculating the ratios:
- Row 1, Row 2, and Row 4 all have a ratio of 20 tsp/gal.
- Row 3 has a different ratio of 22.5 tsp/gal.
Thus, the row that does not have the same ratio as the others is **Row 3**.
1. **Row 1**:
- 2 gallons of lemonade contributes 40 teaspoons of sugar.
- Ratio = 40 tsp / 2 gal = 20 tsp/gal.
2. **Row 2**:
- 5 gallons of lemonade contributes 100 teaspoons of sugar.
- Ratio = 100 tsp / 5 gal = 20 tsp/gal.
3. **Row 3**:
- 6 gallons of lemonade contributes 135 teaspoons of sugar.
- Ratio = 135 tsp / 6 gal = 22.5 tsp/gal.
4. **Row 4**:
- 12 gallons of lemonade contributes 240 teaspoons of sugar.
- Ratio = 240 tsp / 12 gal = 20 tsp/gal.
After calculating the ratios:
- Row 1, Row 2, and Row 4 all have a ratio of 20 tsp/gal.
- Row 3 has a different ratio of 22.5 tsp/gal.
Thus, the row that does not have the same ratio as the others is **Row 3**.
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