Please answer all blanks in question 1 and answer question 2 with necessary contents. Thank you!

myopenrnath.com . Question 1 86 pts '0 1 6) Details This problem acts a worksheet to keep track of how charge, voltage, and current all interact in an RC circuit Assume we have a circuit we a resistor of value 500 Ohms and 1.?E-5 Farads. The initial charge on the capacitor is 0.000136 Coulombs. What is the voltage across the capacitor? V Since this is the same voltage as across the resistor, what is the current in the circuit? A Assuming this current is constant, what is the charge on the capacitor after 0.001? seconds? (I Given this charge, what is the voltage on the capacitor? V Since this is the same voltage as across the resistor, what is the new current in the circuit? A Now we will advance the clock by another 0.0017 seconds to 0.0034 seconds. Given the new current from the last step, what is the charge on the capacitor after 0.0034 seconds? C Given this charge, what is the new voltage on the capacitor? ' V Since this is the saWe resistor, what is 0 Question 2 [Z 4 pts '0 1 (3 Details Question Detail Upload a document that contains: A] A graph of your calculated voltage as a function of time B) A short paragraph that explains why your graph is different than the graph one w0uld predict given our formulas for RC circuits, and how your calculations would be modified in the calculus approach to the problem. Choose File No file chosen Check Answer Submit and End Since this is the same voltage as across the resistor, what is the new current in the circuit? A Now we will advance the clock by another 0.0017 seconds to 0.0051 seconds. Given the new current from the last step, what is the charge on the capacitor after 0.0051 seconds? C Given this charge, what is the new voltage on the capacitor? I V Since this is the same voltage as across the resistor, what is the new current in the circuit? A Now we will advance the clock by another 0.0017 seconds to 0.0068 seconds. Given the new current from the last step. what is the charge on the capacitor after 0.0063 seconds? C Given this charge, what is the new voltage on the capacitor? :V Since this is the same voltage as across the resistor, what is the new current in the circuit? A Now we will advance the clock by another 0.001? seconds to 0.0085 seconds. Repeating the process one last time, what is the voltage on tlEEEEEEi Eigii iv