Does `e^(omegat)` represent periodic motion ? Ifyes, then find the period `( omega ` is any positive constant )
Hint `:` (Think , Does it repeat itself)

Explanation

To determine whether the function \( e^{\omega t} \) represents periodic motion, we need to analyze its behavior over time.

### Step 1: Understanding the Function
The function given is \( y = e^{\omega t} \), where \( \omega \) is a positive constant.

### Step 2: Behavior of the Function
As time \( t \) increases, the value of \( e^{\omega t} \) also increases. Specifically, since \( \omega \) is positive, the exponential function grows without bound as \( t \) approaches infinity.

...