For the circuit in Figure P8-5 phasor branch currents as follows:

(a) Write a set of mesh-current equations. You can reduce the number of mesh equations by doing a source transformation with the current source and inductor.

(b) Write the equations in standard form and arrange them in an appropriate matrix.

(c) Use MATLAB's matrix approach (see Example 8-34.) to solve the equations. Find the branch currents from the mesh currents.

(d) Write a set of node-voltage equations. You can reduce the number of node equations by doing a source transformation with the \(50-V\) source and the \(1-\mathrm{k} \Omega\) resistor.

(e) Write the equations in standard form and arrange them in an appropriate matrix.

(f) Use MATLAB's matrix approach (see Example 8-34.) to solve the equations. Find the branch currents from the node voltages and the suitable impedances.

(g) Compare the two analysis techniques. Was one more efficient than the other? Explain.