Why can one ignore quantization fo electric charge, when dealing with macroscopic charges i.e. large scale charges?

Explanation

To understand why we can ignore the quantization of electric charge when dealing with macroscopic charges, we can break down the explanation into a few key steps:

### Step 1: Understanding Charge Quantization
Electric charge is quantized, meaning it exists in discrete amounts. The smallest unit of charge is the charge of an electron, which is approximately \( e = 1.6 \times 10^{-19} \) Coulombs. This means that any charge can be expressed as an integer multiple of this fundamental charge.

### Step 2: Magnitude of Macroscopic Charges
When we consider macroscopic charges, such as those found in everyday objects or large-scale systems, the total charge can be significantly larger than the fundamental charge. For example, a typical balloon may have a charge of several microcoulombs (\( \mu C \)), which is \( 10^{-6} \) Coulombs.

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