Question

Calculate current across the capacitor shown in Fig. P8.6 if the voltage input is \[ v 1(t)=30 \cos \left(296 t-60^{\circ}\right) V \] Figure P8.6 For a current \( i(t)=\mathbf{C} \boldsymbol{\operatorname { c o s }}(\mathbf{w t}+\mathbf{P}) \), enter the value of the phase angle \( (\mathbf{P}) \). (be sure that your answer is between -180 deg to 180 deg.) Notes on entering solution: - Enter your solution in degrees - Have your current in cosine format - Do not include units in your answer - ex. \( 5^{\circ} \) is entered as 5

          Calculate current across the capacitor shown in Fig. P8.6 if the voltage input is
\[
v 1(t)=30 \cos \left(296 t-60^{\circ}\right) V
\]

Figure P8.6
For a current \( i(t)=\mathbf{C} \boldsymbol{\operatorname { c o s }}(\mathbf{w t}+\mathbf{P}) \), enter the value of the phase angle \( (\mathbf{P}) \). (be sure that your answer is between -180 deg to 180 deg.)

Notes on entering solution:
- Enter your solution in degrees
- Have your current in cosine format
- Do not include units in your answer
- ex. \( 5^{\circ} \) is entered as 5

Calculate current across the capacitor shown in Fig. P8.6 if the voltage input is

v 1(t)=30 cos(296 t-60^∘) V

Figure P8.6
For a current i(t)=𝐂 c o s (𝐰 𝐭+𝐏), enter the value of the phase angle (𝐏). (be sure that your answer is between -180 deg to 180 deg.)

Notes on entering solution:
- Enter your solution in degrees
- Have your current in cosine format
- Do not include units in your answer
- ex. 5^∘ is entered as 5

Added by Ydjsjsj S.

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