Statement-wise Verification

• Statement 1 - Correct.
  magnitude and phase angle of the voltage at each bus.
  Load-flow studies determine the steady operating state of a power network: bus voltage magnitudes/angles, line real and reactive power flows and system losses.
• Statement 2 - Correct.
  reactive and real power flows in each of the lines.
  Load-flow studies determine the steady operating state of a power network: bus voltage magnitudes/angles, line real and reactive power flows and system losses.
• Statement 3 - Correct.
  total power loss in the network.
  The bus-admittance matrix is sparse.
• Statement 4 - Incorrect.
  transient stability limit of the system.
  The correct principle is: The bus-admittance matrix is sparse.

Core Concept

Load-flow studies determine the steady operating state of a power network: bus voltage magnitudes/angles, line real and reactive power flows and system losses. The bus-admittance matrix is sparse. One bus is designated slack to absorb the power mismatch; Newton-Raphson is generally preferred for large systems because of its convergence characteristics.

Formula / Key Relationship

Bus variables: P,Q,|V|,δ; each bus specifies two and solves two.

Why the Other Options Are Wrong

Option A is incorrect because it omits correct statement(s) 3. Option B is incorrect because it includes incorrect statement(s) 4 and omits correct statement(s) 1, 2. Option D is incorrect because it includes incorrect statement(s) 4 and omits correct statement(s) 1, 3.

Exam Shortcut / Approach

PQ, PV and slack buses differ by which two variables are specified.

Common Mistake

Transient stability is not a direct output of ordinary load flow.

Quick Revision

Bus Voltages Line Flows and Losses is linked with Load Flow Outputs, Load Flow and Power Systems. PQ, PV and slack buses differ by which two variables are specified.

Statement-wise Verification

• Statement 1 - Correct.
  magnitude and phase angle of the voltage at each bus.
  Load-flow studies determine the steady operating state of a power network: bus voltage magnitudes/angles, line real and reactive power flows and system losses.
• Statement 2 - Correct.
  reactive and real power flows in each of the lines.
  Load-flow studies determine the steady operating state of a power network: bus voltage magnitudes/angles, line real and reactive power flows and system losses.
• Statement 3 - Correct.
  total power loss in the network.
  The bus-admittance matrix is sparse.
• Statement 4 - Incorrect.
  transient stability limit of the system.
  The correct principle is: The bus-admittance matrix is sparse.

Core Concept

Load-flow studies determine the steady operating state of a power network: bus voltage magnitudes/angles, line real and reactive power flows and system losses. The bus-admittance matrix is sparse. One bus is designated slack to absorb the power mismatch; Newton-Raphson is generally preferred for large systems because of its convergence characteristics.

Formula / Key Relationship

Bus variables: P,Q,|V|,δ; each bus specifies two and solves two.

Why the Other Options Are Wrong

Option A is incorrect because it omits correct statement(s) 3. Option B is incorrect because it includes incorrect statement(s) 4 and omits correct statement(s) 1, 2. Option D is incorrect because it includes incorrect statement(s) 4 and omits correct statement(s) 1, 3.

Exam Shortcut / Approach

PQ, PV and slack buses differ by which two variables are specified.

Common Mistake

Transient stability is not a direct output of ordinary load flow.

Quick Revision

Bus Voltages Line Flows and Losses is linked with Load Flow Outputs, Load Flow and Power Systems. PQ, PV and slack buses differ by which two variables are specified.

Statement-wise Verification

• Statement 1 - Correct.
  magnitude and phase angle of the voltage at each bus.
  Load-flow studies determine the steady operating state of a power network: bus voltage magnitudes/angles, line real and reactive power flows and system losses.
• Statement 2 - Correct.
  reactive and real power flows in each of the lines.
  Load-flow studies determine the steady operating state of a power network: bus voltage magnitudes/angles, line real and reactive power flows and system losses.
• Statement 3 - Correct.
  total power loss in the network.
  The bus-admittance matrix is sparse.
• Statement 4 - Incorrect.
  transient stability limit of the system.
  The correct principle is: The bus-admittance matrix is sparse.

Core Concept

Load-flow studies determine the steady operating state of a power network: bus voltage magnitudes/angles, line real and reactive power flows and system losses. The bus-admittance matrix is sparse. One bus is designated slack to absorb the power mismatch; Newton-Raphson is generally preferred for large systems because of its convergence characteristics.

Formula / Key Relationship

Bus variables: P,Q,|V|,δ; each bus specifies two and solves two.

Why the Other Options Are Wrong

Option A is incorrect because it omits correct statement(s) 3. Option B is incorrect because it includes incorrect statement(s) 4 and omits correct statement(s) 1, 2. Option D is incorrect because it includes incorrect statement(s) 4 and omits correct statement(s) 1, 3.

Exam Shortcut / Approach

PQ, PV and slack buses differ by which two variables are specified.

Common Mistake

Transient stability is not a direct output of ordinary load flow.

Quick Revision

Bus Voltages Line Flows and Losses is linked with Load Flow Outputs, Load Flow and Power Systems. PQ, PV and slack buses differ by which two variables are specified.