diff --git a/education/computer engineering/ECE2290/Ch 7, RL RC Circuits.md b/education/computer engineering/ECE2290/Ch 7, RL RC Circuits.md
index afed4a0..85653b2 100644
--- a/education/computer engineering/ECE2290/Ch 7, RL RC Circuits.md	
+++ b/education/computer engineering/ECE2290/Ch 7, RL RC Circuits.md	
@@ -5,8 +5,14 @@ KVL defines a first order homogeneous ordinary differential equation with consta
 
 $$ 
 	L \frac{di(t)}{dt} + Ri(t) = 0
-	-->
+	\to
 L \frac{di(t)}{dt} = -Ri(t)
 $$
+Steps for solving RC natural response circuits:
+1. Determine the initial inductor current, $I_0$, by analyzing the circuit for $t < 0$.
 
-The derivative of 
\ No newline at end of file
+ 2. Calculate the time constant, $\tau  RC$, where $R$ is the equivalent resistance connected to the capacitor for $t \ge 0$. 
+
+3. Write the equation for the capacitor voltage:
+$$ v(t) = V_o ^{e - \frac{t}{\tau}}, t \ge 0  $$
+4. Calculate other quantities of interest using the capacitor voltage
\ No newline at end of file