physcis Q8(a) A current and a voltage are given by the equations: 1₁(t) = 2 cos(πt + 30⁰) andV₁(t) = 3 cos(nt + 60⁰)i.ii.Convert the quantities into phasor form.Find the product of the current and the voltage in phasor form.(b) Voltage V₁ from above is applied as an input voltage source to the circuit presented in Figure 3.RwwwFigure 40000LIn this circuit, R = 2 Q and L = 0.5 H and w is the angular frequency of the input voltage source.i.Calculate the total impedance of the circuit.ii.Calculate the steady state current (in polar phasor form) flowing through the circuit.Calculate the steady state voltage (in polar phasor form) across the resistor.iii.

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Q8 (a) A current and a voltage are given by the equations: (t) = 2 cos(πt + 30⁰) and V₁(t) = 3 cos(nt + 60⁰) Convert the quantities into phasor form. Find the product of the current and the voltage in phasor form. (b) Voltage V₁ from above is applied as an input voltage source to the circuit presented in Figure 3. i. ii. R i. ii. Figure 4 eeee L In this circuit, R = 2 Q and L = 0.5 H and w is the angular frequency of the input voltage source. Calculate the total impedance of the circuit. Calculate the steady state current (in polar phasor form) flowing through the circuit. Calculate the steady state voltage (in polar phasor form) across the resistor.

Q8 (a) A current and a voltage are given by the equations: (t) = 2 cos(πt + 30⁰) and V₁(t) = 3 cos(nt + 60⁰) Convert the quantities into phasor form. Find the product of the current and the voltage in phasor form. (b) Voltage V₁ from above is applied as an input voltage source to the circuit presented in Figure 3. i. ii. R i. ii. Figure 4 eeee L In this circuit, R = 2 Q and L = 0.5 H and w is the angular frequency of the input voltage source. Calculate the total impedance of the circuit. Calculate the steady state current (in polar phasor form) flowing through the circuit. Calculate the steady state voltage (in polar phasor form) across the resistor.