Question

If you do not go completely around the loop when applying Kirchhoff's voltage law, then the algebraic sum is the voltage between the start and finish points. the algebraic sum of the voltages will always be negative. the algebraic sum of the voltages cannot be determined. the algebraic sum of the voltages will always be positive.

          If you do not go completely around the loop when applying Kirchhoff's voltage law, then
the algebraic sum is the voltage between the start and finish points.
the algebraic sum of the voltages will always be negative.
the algebraic sum of the voltages cannot be determined.
the algebraic sum of the voltages will always be positive.

If you do not go completely around the loop when applying Kirchhoff's voltage law, then
the algebraic sum is the voltage between the start and finish points.
the algebraic sum of the voltages will always be negative.
the algebraic sum of the voltages cannot be determined.
the algebraic sum of the voltages will always be positive.

Added by Ver-Nica M.

Mathematical Methods in the Physical Sciences

Mary L. Boas 2nd Edition

Chapter 3

Instant Answer

Solved by Expert Madhur L

11/08/2023

Step 1

- KVL states that the sum of the electrical potential differences (voltages) around any closed network is zero. Show more…

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If you do not go completely around the loop when applying Kirchhoff's voltage law, then the algebraic sum is the voltage between the start and finish points. the algebraic sum of the voltages will always be negative. the algebraic sum of the voltages cannot be determined. the algebraic sum of the voltages will always be positive.