The following information pertains to questions 1-4.

In the circuit at the right, an ac power supply is connected to the series combination of a resistor with resistance R and an ideal (zero resistance and impedance) ac ammeter which measures the "effective" current flowing in the circuit. An ac voltmeter which measures "effective" voltage is wired in parallel with the resistor. The instantaneous output voltage of the power supply varies with time according to
v(t) = V_m sin(_o t)
and the instantaneous ac current at any point in the circuit varies with time according to
i(t) = I_m sin(' t - ).
The ammeter and voltmeter read I_o and V_o respectively.

The two frequencies, _o and ', are such that _o is ___ '.

The phase angle is ___ ^o.

The effective current flowing in the circuit, I_o, is I_m x ___.

If the amplitude of the output voltage of the power supply was increased slightly, I_o would ___.

The following information pertains to questions 5-7.

In the circuit at the right, an ac power supply is connected to the series combination of a capacitor with capacitance C and an ideal ac ammeter which measures the "effective" current flowing in the circuit. An ac voltmeter which measures "effective" voltage is wired in parallel with the capacitor. The instantaneous output voltage of the power supply varies with time according to
v(t) = V_m sin(_o t)
and the instantaneous ac current at any point in the circuit varies with time according to
i(t) = I_m sin(' t - ).
The ammeter and voltmeter read I_o and V_o respectively.

The effective voltage across the capacitor, V_o, is V_m x ___.

If the capacitance of the capacitor, C, was increased slightly, I_o would ___.

The following information pertains to questions 8-10.

In the circuit at the right, an ac power supply is connected to the series combination of an inductor with inductance L and an ideal ac ammeter which measures the "effective" current flowing in the circuit. An ac voltmeter which measures "effective" voltage is wired in parallel with the inductor. The instantaneous output voltage of the power supply varies with time according to
v(t) = V_m sin(_o t)
and the instantaneous ac current at any point in the circuit varies with time according to
i(t) = I_m sin(' t - ).
The ammeter and voltmeter read I_o and V_o respectively.

If the inductance of the inductor, L, was increased slightly, I_o would ___.

If the inductance of the inductor, L, was increased slightly, the ratio, V_o/I_o would ___.

The following information pertains to questions 26-29.

Refer to the figure at the right. A variable resistor with initial resistance R_o, a capacitor with capacitance C_o and a pure variable inductor with initial inductance L_o are connected in series and then the series combination is connected to the output of an ac power supply with an effective output voltage V_o at a frequency _o well above the resonant frequency of the circuit.

If the resistance of the resistor was increased slightly, the resonant frequency of the circuit would ___.

If the inductance of the inductor was increased slightly, the resonant frequency of the circuit would ___.

If the frequency of the output voltage of the power supply was increased slightly, the impedance of the circuit would ___.

The following information pertains to questions 15-17.

The figure at the right shows one cycle of an alternating voltage.

If this ac voltage was connected to a particular resistor with resistance R_o, heat would be created within the resistor at an average rate P_o. If this same resistor was connected to a dc voltage source and heat was created within the resistor at the same constant rate P_o, the output voltage of this dc power source would have to be ___ V.

If this ac voltage was connected to a particular resistor with resistance R_o, and an ac voltmeter was used to measure the "effective voltage" across the resistor, the voltmeter would read ___ V.

The following information pertains to questions 18 and 19.

In the figure at the right, one cycle of a sinusoidal voltage is plotted as a function of time. The equation which describes the voltage is

v(t) = V_osin (2f t).

In the above equation, the numerical value of the parameter f is _____ Hz.