Asked by anonymous
In a series circuit, there are 4 resistor with one battery cell. (there's no diagram for this question)
The battery cell = 100v
r1 = 3kΩ
r2 = 4kΩ
r3 = 1kΩ, P=100mW
r4 = ?
find the following quantities:
1) the circuit currents
2)the total resistance of the circuits
3)the value of the unknown resistance of r4
4) the voltage drops across all resistors
5) the power dissipated by all resistors
The battery cell = 100v
r1 = 3kΩ
r2 = 4kΩ
r3 = 1kΩ, P=100mW
r4 = ?
find the following quantities:
1) the circuit currents
2)the total resistance of the circuits
3)the value of the unknown resistance of r4
4) the voltage drops across all resistors
5) the power dissipated by all resistors
Answers
Answered by
bobpursley
On r3, get current by P=I^2/R
Then if you circuit current, so you know Rtotal (100/current)
then you know R4 (Rtotal-r1-r2-r3)
then you know V4 (IR4)
total power= I^2 * Rtotal or you can add each IV up for all four resistors.
Then if you circuit current, so you know Rtotal (100/current)
then you know R4 (Rtotal-r1-r2-r3)
then you know V4 (IR4)
total power= I^2 * Rtotal or you can add each IV up for all four resistors.
Answered by
anonymous
can you show me how to do it
Answered by
henry2,
Given:
E = 100 Volts.
R1 = 3k.
R2 = 4k.
R3 = 1k, P3 = 100mW.
R4 = ?
1. I^2 * R3 = 100mW.
I^2 * 1 = 100,
I = 10mA. = I1 = I2 = I3 = I4.
2. R = E/I = 100/10mA = 10k Ohms.
3. R4 = R - (R1+R2+R3) = 10k - 8k = 2k Ohms.
4. V1 = I*R1 = 10 *3 = 30 Volts.
V2 = I*R2 = 10 * 4 = 40 Volts.
V3 = I*R3 =
V4 = I*R4 =
5. P1 = V1*I = 30 * 10 = 300 mW.
P2 = V2*I = 40 * 10 = 400 mW.
P3 = V3*I =
P4 = V4*I =
E = 100 Volts.
R1 = 3k.
R2 = 4k.
R3 = 1k, P3 = 100mW.
R4 = ?
1. I^2 * R3 = 100mW.
I^2 * 1 = 100,
I = 10mA. = I1 = I2 = I3 = I4.
2. R = E/I = 100/10mA = 10k Ohms.
3. R4 = R - (R1+R2+R3) = 10k - 8k = 2k Ohms.
4. V1 = I*R1 = 10 *3 = 30 Volts.
V2 = I*R2 = 10 * 4 = 40 Volts.
V3 = I*R3 =
V4 = I*R4 =
5. P1 = V1*I = 30 * 10 = 300 mW.
P2 = V2*I = 40 * 10 = 400 mW.
P3 = V3*I =
P4 = V4*I =
Answered by
anonymous
thanks henry2,. you are a lifesaver
Answered by
henry2,
Glad I could help.
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