(Solved): Figure 9a. Integrator Circuit with Oscilloscope Connections Oscilloscope-XSC1 a. The signal has ...

Figure 9a. Integrator Circuit with Oscilloscope Connections Oscilloscope-XSC1 a. The signal has a period of $100?\mathrm{s}$. Write the equation for the circuit current on the interval 0 to $50?\mathrm{s}$. On the interval of 0 to $50?\mathrm{s},{\mathrm{v}}_{\mathrm{R}}(\mathrm{t})$ is constant so the current will be constant as well. $i(t)=\frac{v_R(t)}{R}$ b. Write the equation for the voltage across the capacitor by solving the integral. You will need to read the value $v_c(0)$ from Figure 10. $v(t)=\frac{1}{C}{?}_0^{50?s}i(x)dx+v(0)$