Potentiometer - comparing emf and internal resistance — practice questions
10 questions in the bank on this idea. Below are 10 of them, exactly as they appear in a test.
A potentiometer measures emf by a null method, so at balance it draws
- A. maximum current from the test cell
- B. the same current as the primary circuit
- C. no current from the test cell
- D. infinite current
For a uniform potentiometer wire carrying constant current, potential drop along the wire is
- A. proportional to length squared
- B. independent of length
- C. inversely proportional to length
- D. proportional to length
If two cell emfs E1 and E2 balance at lengths l1 and l2 under the same potential gradient,
- A. E1/E2=l1/l2
- B. E1/E2=l2/l1
- C. E1E2=l1/l2
- D. E1-E2=l1+l2
A cell balances at 80 cm and a reference cell of 1.5 V balances at 60 cm. The unknown emf is
- A. 1.125 V
- B. 2.0 V
- C. 1.5 V
- D. 0.75 V
For determining a cell's internal resistance, one compares balance lengths for
- A. two unrelated batteries only
- B. the wire resistance at two temperatures only
- C. open-circuit emf and terminal voltage with a known external load
- D. current with the key always open
If emf E, terminal voltage V and external resistance R are known, cell internal resistance is
- A. r=R(V/E-1)
- B. r=EV/R
- C. r=R+E/V
- D. r=R(E/V-1)
Why is a potentiometer generally more accurate for emf than a voltmeter?
- A. At null it draws essentially no current from the source being measured
- B. It always has zero wire resistance
- C. It amplifies voltage electronically in the basic experiment
- D. It ignores potential gradients
If primary current in the potentiometer wire is increased, the potential gradient k
- A. decreases
- B. increases
- C. remains fixed
- D. becomes zero
If potential gradient becomes too large, the balance length for a given emf becomes
- A. longer
- B. unchanged
- C. shorter
- D. negative
A cell has E=1.5 V and terminal voltage 1.2 V across R=4 Ω. Its internal resistance is
- A. 0.25 Ω
- B. 5 Ω
- C. 4 Ω
- D. 1 Ω
Want to know which of these you would get wrong?
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