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Using Circuit 5.1, answer the following questions. Calculate the voltage across the capacitor, assuming that the circuit has been left for a significant amount of time after the power supplies are connected to the other components (this is the initial voltage, vc(0- )). 2. At t = 0, the 10V source is turned off (V=0). Determine how the voltage across the capacitor changes as a function of time. That is, determine an equation for vc (t). a. Find vc(0+) b. Find vc([infinity]) c. Find  d. Write an equation for vc (t) e. Calculate the voltage for the following times: t = , t = 2, t = 3, t = 4, t = 5, t = 6, t = 10,

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Complete Question: The complete Question is attached as a file below and the circuit of consideration is contained therein.

Answer:

1) vc(0-) = 6.7 v

2a) vc(0+) = 6.7 v

2b) vc(∞) = 0.825 v

2c) τ = 0.0238775 sec

2d) vc (t) = 0.825 + 5.875 exp(-41.88t) v

e)

vc (τ) = 2.9863 v

vc (2τ) = 1.62 v

vc (3τ) = 1.1175 v

vc (4τ) = 0.9326 v

vc (5τ) = 0.8646 v

vc (6τ) = 0.8396 v

vc (10τ) = 0.8253 v

Step-by-step explanation:

The circuit analysis and the calculations involved in this question are handwritten and contained in the files attached below.

Using Circuit 5.1, answer the following questions. Calculate the voltage across the-example-1
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