To calculate the current for each trial, we can use Ohm's Law, which states that:
\[ \text{Current (I)} = \frac{\text{Voltage (V)}}{\text{Resistance (R)}} \]
Now, we will calculate the current for each trial based on the provided values.
Trial 1:
- Voltage (V): 1.5 V
- Resistance (R): 200 Ω
\[ I = \frac{1.5 V}{200 Ω} = 0.0075 A , \text{or} , 7.5 mA \]
Trial 2:
- Voltage (V): 1.5 V
- Resistance (R): 100 Ω
\[ I = \frac{1.5 V}{100 Ω} = 0.015 A , \text{or} , 15 mA \]
Trial 3:
- Voltage (V): 3.0 V
- Resistance (R): 200 Ω
\[ I = \frac{3.0 V}{200 Ω} = 0.015 A , \text{or} , 15 mA \]
Trial 4:
- Voltage (V): 3.0 V
- Resistance (R): 100 Ω
\[ I = \frac{3.0 V}{100 Ω} = 0.030 A , \text{or} , 30 mA \]
Now summarizing the currents for each trial:
- Trial 1: 0.0075 A or 7.5 mA
- Trial 2: 0.015 A or 15 mA
- Trial 3: 0.015 A or 15 mA
- Trial 4: 0.030 A or 30 mA
Written Response:
- Trial 1: Current = 0.0075 A (7.5 mA)
- Trial 2: Current = 0.015 A (15 mA)
- Trial 3: Current = 0.015 A (15 mA)
- Trial 4: Current = 0.030 A (30 mA)
Multiple Choice:
Which trial would the students measure the smallest current in the circuit?
- Answer: Trial 1 (0.0075 A or 7.5 mA)