Challenges:
- Set R1 = 20 and R2 = 40. Predict the value of Is required to cause Io = 2.0. Use the scrollbars to check your prediction.
- Set R1 = 20 and R2 = 40. Determine the range of output current that can be obtained by adjusting the input current.
- Set R1 = 20 and Is = 10. Predict the value of R2 required to cause Io = 7.5. Use the scrollbars to check your prediction.
- Set R1 = 20 and Is = 10. Determine the range of output current that can be obtained by adjusting the resistance R2.
- Set Is = 8. Adjust R1 and R2 so that Io = 2.
- Adjust R1 and R2 so that R2 = 4*R1. Measure the value of the gain of the current divider. (If Is=1 then Io = gain * 1 = gain. That is, the output current is "numerically equal" to the gain, but has different units.)
- Adjust R1 and R2 so that R1 = 4*R2. Measure the value of the gain of the current divider.
- Adjust R1 and R2 so that R2 = R1. Measure the value of the gain of the current divider.
- Adjust R1 and R2 so that the value of the gain of the current divider is 0.9.
- Determine the largest value of gain that can be obtained when R2 > R1.
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