Question 2 ( - - A circuit has in series a resistor R Q, an inductor of L H, and a capacitor of C farads. The initial current is zero and the initial charge on the the capacitor is Qo coulombs. Show that the charge and the current are damped oscillatory functions of time if and only if R< 2, and find the expression for a) the charge and b) the current.

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Chapter1: Units, Trigonometry. And Vectors
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Question 2 (--
A circuit has in series a resistor R Q, an inductor of L H, and a capacitor of C farads. The
initial current is zero and the initial charge on the the capacitor is Qo coulombs.
Show that the charge and the current are damped oscillatory functions of time if and only if
R< 2, and find the expression for
a) the charge and
b) the current.
Your group must prepare only one page of info-graphic on how to solve the problem given.
In the info-graphic you should:
i.
Give a title to your info-graphic.
ii.
Put the name and matrix no of your group members.
iii.
Include picture/graphic and use simple wording.
iv.
State the steps/strategies to solve the question.
For each step/strategy, in point form, state the concept/method/general form
you applied.
V.
Transcribed Image Text:Question 2 (-- A circuit has in series a resistor R Q, an inductor of L H, and a capacitor of C farads. The initial current is zero and the initial charge on the the capacitor is Qo coulombs. Show that the charge and the current are damped oscillatory functions of time if and only if R< 2, and find the expression for a) the charge and b) the current. Your group must prepare only one page of info-graphic on how to solve the problem given. In the info-graphic you should: i. Give a title to your info-graphic. ii. Put the name and matrix no of your group members. iii. Include picture/graphic and use simple wording. iv. State the steps/strategies to solve the question. For each step/strategy, in point form, state the concept/method/general form you applied. V.
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