Find the value of `sqrt(103. 0225)` and hence find the value of (I)`sqrt(10302. 25)` (ii) `sqrt(1. 030225)`

Explanation

To find the value of \( \sqrt{103.0225} \) and then use that to find \( \sqrt{10302.25} \) and \( \sqrt{1.030225} \), we can follow these steps:

### Step 1: Calculate \( \sqrt{103.0225} \)

1. **Identify the number**: We need to find the square root of \( 103.0225 \).
2. **Convert to a simpler form**: Notice that \( 103.0225 \) can be expressed as \( 1030225 \times 10^{-4} \).
3. **Find the square root of \( 1030225 \)**: We can calculate \( \sqrt{1030225} \).
- By trial or using a calculator, we find that \( \sqrt{1030225} = 1015 \).
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