Effective value
Peak value
Average value
Instantaneous value
A. Effective value
Negative
Positive
Zero
Infinite
Positive to negative
Positive to positive
Negative to positive
Negative to negative
14.5 kHz
145 MHz
14.5 MHz
145 kHz
Series resonance
Parallel resonance
Current magnification
Gain magnification
3 mH
9 mH
27mH
18 mH
Exponential law
Logarithmic law
Linear law
Square law
Thickness
Length
Thinness
Area
Charge
Field intensity
Current
Voltage
I2XL
IXL
IXL2
Power system
Electronic system
Refrigeration
Air conditioning
Working voltage
Surge voltage
Stray voltage
Peak voltage
Stores electrical energy
Opposes changes in current flow
Creates a dc resistance
Converts ac to dc
Zero
Infinite
High but within the tolerance
Low but not zero
Larger plate area and less distance between plates
Larger plate area and greater distance between plates
Smaller plate area and less distance between plates
Higher values of applied voltage
Increased
Decreased
Constant
Zero
60 W
30 W
15 W
4 W
Bisects
Exceeds
Is less than
Is equal to
Smaller than the smallest capacitor
Smaller than the largest capacitor
Greater than any of the capacitor
Greater than the largest capacitor
A complex number
A real number
An imaginary number
A whole number
Magnetic conductivity
Magnetic susceptibility
Electric conductivity
Electric susceptibility
Increased
The same
Decreased
Variable
Parallel LC circuit
Series LCcircuit
A resonant circuit
A non-resonant circuit
Differ only in the algebraic sign of their quadratic components
Differ only in the algebraic sign of their real components
Are equal in their real and quadrature components including alge
Are equal in their real components but differ in their quadrature components i ncluding algebraic signs.
Superposition theorem
Millman�s theorem
Thevenin�s theorem
Norton�s theorem
Because it is a simple circuit
Because dc circuits require only resistance as load
Because they do not exist in a dc circuit
Because frequency of dc is zero
½
Period
Number
Frequency
Amplitude