In a RLC circuit we have the following in series: a one-and-a-half ohm resistor, a 12 mH inductance coil, and a 1.6 micro-farad capacitor. If the circuit begins to oscillate at time equal to zero, at what time will the amplitude of the charge be at half of its initial value? a. cannot be calculate as the initial charge value is unknown O b. 11 seconds O c. 11 milli-seconds O d. 11 micro-seconds

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In a RLC circuit we have the following in series: a
one-and-a-half ohm resistor, a 12 mH inductance
coil, and a 1.6 micro-farad capacitor. If the circuit
begins to oscillate at time equal to zero, at what
time will the amplitude of the charge be at half of
its initial value?
a. cannot be calculate as the initial charge
value is unknown
b. 11 seconds
O c. 11 milli-seconds
d. 11 micro-seconds
You have a diverging lens and upon inspection it
seems that light rays seem to emerge from a point
20 cm from the lens and the lateral magnification
is +1/3 forming an erect virtual image. How far
from the lens must the object be placed?
a. 40 cm
b. 400 cm
Ос. 4 ст
O d. -4 cm
е.
-40 mm
Transcribed Image Text:In a RLC circuit we have the following in series: a one-and-a-half ohm resistor, a 12 mH inductance coil, and a 1.6 micro-farad capacitor. If the circuit begins to oscillate at time equal to zero, at what time will the amplitude of the charge be at half of its initial value? a. cannot be calculate as the initial charge value is unknown b. 11 seconds O c. 11 milli-seconds d. 11 micro-seconds You have a diverging lens and upon inspection it seems that light rays seem to emerge from a point 20 cm from the lens and the lateral magnification is +1/3 forming an erect virtual image. How far from the lens must the object be placed? a. 40 cm b. 400 cm Ос. 4 ст O d. -4 cm е. -40 mm
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