Consider the circuit shown in the figure (Figure 1). Switch S is closed at time t = 0, causing a current i through the inductive branch and a current iz through the capacitive branch. The initial charge on the capacitor is zero, and the charge at time t is q2. Part I At what time t1 (accurate to two significant figures) will the currents ij and iz be equal? (Hint: You might consider using series expansion exponentials.) Express your answer using two significant figures. ? t1 = Submit Request Answer Figure < 1 of 1 Part J For the conditions given in part I, determine i . Express your answer using two significant figures. R1 Va AE ? lell 11 = A. R2 Request Answer Submit C Consider the circuit shown in the figure (Figure 1). Switch S is closed at time t = 0, causing a current i through the inductive branch and a current iz through the capacitive branch. The initial charge on the capacitor is zero, and the charge at time t is q2. Submit Request Answer Part K Figure 1 of 1 The total current through the battery is i = i + i2. At what time t2 (accurate to two significant figures) will i one-half of its final value? (Hint: The numerical work is greatly simplified if one makes suitable approximation sketch of i1 and i2 versus t may help you decide what approximations are valid. Express your answer using two significant figures. ? S R1 L t2 = S Şubmit Request Answer

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Chapter1: Units, Trigonometry. And Vectors
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I need part I, J, K. I've posted part D-G for extra information and values for problem.

Consider the circuit shown in the figure (Figure 1). Switch S is
closed at time t = 0, causing a current i through the inductive
branch and a current i2 through the capacitive branch. The initial
charge on the capacitor is zero, and the charge at time t is q2.
Part I
At what time t1 (accurate to two significant figures) will the currents ij and iz be equal? (Hint: You might consider using series expansions for the
exponentials.)
Express your answer using two significant figures.
?
t1 =
Submit
Request Answer
Figure
< 1 of 1
Part J
For the conditions given in part I, determine i .
Express your answer using two significant figures.
R1
?
11 =
A.
R2
Request Answer
Submit
C
Consider the circuit shown in the figure (Figure 1). Switch
S is closed at time t = 0, causing a current é through the
inductive branch and a current iz through the capacitive
branch. The initial charge on the capacitor is zero, and
the charge at time t is q2.
Submit
Request Answer
Part K
Figure
1 of 1
The total current through the battery is i = i + i2. At what time t2 (accurate to two significant figures) will i equal
one-half of its final value? (Hint: The numerical work is greatly simplified if one makes suitable approximations. A
sketch of i1 and i2 versus t may help you decide what approximations are valid.
Express your answer using two significant figures.
?
S
R1
L
t2 =
S
Submit
Request Answer
Transcribed Image Text:Consider the circuit shown in the figure (Figure 1). Switch S is closed at time t = 0, causing a current i through the inductive branch and a current i2 through the capacitive branch. The initial charge on the capacitor is zero, and the charge at time t is q2. Part I At what time t1 (accurate to two significant figures) will the currents ij and iz be equal? (Hint: You might consider using series expansions for the exponentials.) Express your answer using two significant figures. ? t1 = Submit Request Answer Figure < 1 of 1 Part J For the conditions given in part I, determine i . Express your answer using two significant figures. R1 ? 11 = A. R2 Request Answer Submit C Consider the circuit shown in the figure (Figure 1). Switch S is closed at time t = 0, causing a current é through the inductive branch and a current iz through the capacitive branch. The initial charge on the capacitor is zero, and the charge at time t is q2. Submit Request Answer Part K Figure 1 of 1 The total current through the battery is i = i + i2. At what time t2 (accurate to two significant figures) will i equal one-half of its final value? (Hint: The numerical work is greatly simplified if one makes suitable approximations. A sketch of i1 and i2 versus t may help you decide what approximations are valid. Express your answer using two significant figures. ? S R1 L t2 = S Submit Request Answer
Consider the circuit shown in the tigure (Figure 1). Switch S is
closed at time t = 0, causing a curent i through the inductive
branch and a current ig through the capacilive branch. The inilial
charge on the capacitor is zero, and the charge at time t is q2.
Part D
For the remainder of the problem let the circuit elements have the following values: E = 47 V, L= 8.0 II.C = 24 µF, R1 = 23 ?, and Ry = 4900 2. What
is the initial current through the inductive branch?
Express your answer using two significant figures.
1, (0) = 0 A
Submit
Previous Answere
v Correct
Figure
1 of 1
Part E
What is the initial current through the capacitive branch?
Express your answer using two significant figures.
ic (0) - 9.6x10-3 A
R1
Submit
Previous Answers
v Correct
R2
C
Consider the circuit shown in the figure (Figure 1). Switch S is
closed at time t 0, causing a curent i through the inductive
branch and a current iz through the capacitive branch. The initial
charge on the capacitor is zero, and the charge at time t is q2.
Part F
What is the current through the inductive branche a long time after the switch has been closed?
Express your answer using two significant figures.
iL (o0) = 2.0 A
Submit
Previous Answers
v Correct
Figure
O 1 of 1>
Part G
What is the current through capacitive branche a long time after the switch has been closed?
Express your answer using two significant figures.
ic (c0) = 0 A
R1
Submit
Previous Answers
v Correct
R2
Part H
Transcribed Image Text:Consider the circuit shown in the tigure (Figure 1). Switch S is closed at time t = 0, causing a curent i through the inductive branch and a current ig through the capacilive branch. The inilial charge on the capacitor is zero, and the charge at time t is q2. Part D For the remainder of the problem let the circuit elements have the following values: E = 47 V, L= 8.0 II.C = 24 µF, R1 = 23 ?, and Ry = 4900 2. What is the initial current through the inductive branch? Express your answer using two significant figures. 1, (0) = 0 A Submit Previous Answere v Correct Figure 1 of 1 Part E What is the initial current through the capacitive branch? Express your answer using two significant figures. ic (0) - 9.6x10-3 A R1 Submit Previous Answers v Correct R2 C Consider the circuit shown in the figure (Figure 1). Switch S is closed at time t 0, causing a curent i through the inductive branch and a current iz through the capacitive branch. The initial charge on the capacitor is zero, and the charge at time t is q2. Part F What is the current through the inductive branche a long time after the switch has been closed? Express your answer using two significant figures. iL (o0) = 2.0 A Submit Previous Answers v Correct Figure O 1 of 1> Part G What is the current through capacitive branche a long time after the switch has been closed? Express your answer using two significant figures. ic (c0) = 0 A R1 Submit Previous Answers v Correct R2 Part H
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