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picture to formula and LaTeX fixes
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edit approved Apr 29, 2016 at 11:11
wythagoras
edit approved Apr 29, 2016 at 11:11
wythagoras
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Finding impedance Z and \$ cos\cos (\alpha) \$ in RLC circuit

I would like to have some help with this problem:

U = 93 [V]

f = 600 [Hz]

L = 0,24 [H]

C = 0,16 [μF]

R = 950 [Ω]

enter image description here

This is the RCL circuit which I need to find the impedance Z\$Z\$ in and \$ \cos(\alpha) \$\$\cos(\alpha)\$

The first two questions that I had was to find the inductive reactance, XL, and the capacitive reactance, XC. I figured them out and I got XL = 905 ohm and XC = 1658 ohm.

I thought that I would use this formula:

enter image description here$$\mathrm{impedance} \, Z = \sqrt{R^2+(X_L-X_C)^2}$$

But I can't get it right. I would also like to know if \$ cos(\alpha) \$is\$\cos(\alpha)\$ is solved through \$ \cos(\alpha) = \frac{R}{Z} \$\$\cos(\alpha) = \frac{R}{Z}\$

Finding impedance Z and \$ cos (\alpha) \$ in RLC circuit

I would like to have some help with this problem:

U = 93 [V]

f = 600 [Hz]

L = 0,24 [H]

C = 0,16 [μF]

R = 950 [Ω]

enter image description here

This is the RCL circuit which I need to find the impedance Z in and \$ \cos(\alpha) \$

The first two questions that I had was to find the inductive reactance, XL, and the capacitive reactance, XC. I figured them out and I got XL = 905 ohm and XC = 1658 ohm.

I thought that I would use this formula:

enter image description here

But I can't get it right. I would also like to know if \$ cos(\alpha) \$is solved through \$ \cos(\alpha) = \frac{R}{Z} \$

Finding impedance Z and \$ \cos (\alpha) \$ in RLC circuit

I would like to have some help with this problem:

U = 93 [V]

f = 600 [Hz]

L = 0,24 [H]

C = 0,16 [μF]

R = 950 [Ω]

enter image description here

This is the RCL circuit which I need to find the impedance \$Z\$ in and \$\cos(\alpha)\$

The first two questions that I had was to find the inductive reactance, XL, and the capacitive reactance, XC. I figured them out and I got XL = 905 ohm and XC = 1658 ohm.

I thought that I would use this formula:

$$\mathrm{impedance} \, Z = \sqrt{R^2+(X_L-X_C)^2}$$

But I can't get it right. I would also like to know if \$\cos(\alpha)\$ is solved through \$\cos(\alpha) = \frac{R}{Z}\$

tidy formatting
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edit approved Apr 23, 2016 at 16:46
Warren Hill
edit approved Apr 23, 2016 at 16:46
Warren Hill
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Finding impedance Z and \$ cos (alfa\alpha) \$ in RLC circuit

I would like to have some help with this problem:

U = 93 [V]

f = 600 [Hz]

L = 0,24 [H]

C = 0,16 [μF]

R = 950 [Ω]

enter image description here

This is the RCL circuit which I need to find the impedance Z in and cos(alfa)\$ \cos(\alpha) \$

The first two questions that I had was to find the inductive reactance, XL, and the capacitive reactance, XC. I figured them out and I got XL = 905 ohm and XC = 1658 ohm.

I thought that I would use this formula:

enter image description here

But I can't get it right. I would also like to know if cos(alfa) is\$ cos(\alpha) \$is solved through cos(alfa) = R/Z\$ \cos(\alpha) = \frac{R}{Z} \$

Finding impedance Z and cos (alfa) in RLC circuit

I would like to have some help with this problem:

U = 93 [V]

f = 600 [Hz]

L = 0,24 [H]

C = 0,16 [μF]

R = 950 [Ω]

enter image description here

This is the RCL circuit which I need to find the impedance Z in and cos(alfa)

The first two questions that I had was to find the inductive reactance, XL, and the capacitive reactance, XC. I figured them out and I got XL = 905 ohm and XC = 1658 ohm.

I thought that I would use this formula:

enter image description here

But I can't get it right. I would also like to know if cos(alfa) is solved through cos(alfa) = R/Z

Finding impedance Z and \$ cos (\alpha) \$ in RLC circuit

I would like to have some help with this problem:

U = 93 [V]

f = 600 [Hz]

L = 0,24 [H]

C = 0,16 [μF]

R = 950 [Ω]

enter image description here

This is the RCL circuit which I need to find the impedance Z in and \$ \cos(\alpha) \$

The first two questions that I had was to find the inductive reactance, XL, and the capacitive reactance, XC. I figured them out and I got XL = 905 ohm and XC = 1658 ohm.

I thought that I would use this formula:

enter image description here

But I can't get it right. I would also like to know if \$ cos(\alpha) \$is solved through \$ \cos(\alpha) = \frac{R}{Z} \$

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Vetenskap
Vetenskap
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Finding impedance Z and cos (alfa) in RLC circuit

I would like to have some help with this problem:

U = 93 [V]

f = 600 [Hz]

L = 0,24 [H]

C = 0,16 [μF]

R = 950 [Ω]

enter image description here

This is the RCL circuit which I need to find the impedance Z in and cos(alfa)

The first two questions that I had was to find the inductive reactance, XL, and the capacitive reactance, XC. I figured them out and I got XL = 905 ohm and XC = 1658 ohm.

I thought that I would use this formula:

enter image description here

But I can't get it right. I would also like to know if cos(alfa) is solved through cos(alfa) = R/Z