Find the product :
`2.3 xx0.23xx0.1`

Answer

To find the product of the numbers \(2.3\), \(0.23\), and \(0.1\), we can follow these steps:

### Step 1: Multiply \(2.3\) and \(0.23\)
1. Write the numbers in a multiplication format:
\[ 2.3 \times 0.23 \]

2. To make the multiplication easier, ignore the decimals temporarily:
\[ 23 \times 23 = 529 \]

3. Now, we need to place the decimal point back. The number \(2.3\) has 1 decimal place and \(0.23\) has 2 decimal places, making a total of \(1 + 2 = 3\) decimal places.
\[ 529 \rightarrow 0.529 \quad (\text{Place the decimal point before 3 digits}) \]

### Step 2: Multiply the result by \(0.1\)
1. Now take the result \(0.529\) and multiply it by \(0.1\):
\[ 0.529 \times 0.1 \]

2. Again, ignore the decimal temporarily:
\[ 529 \times 1 = 529 \]

3. Now, place the decimal point. Since \(0.1\) has 1 decimal place, we move the decimal point in \(529\) one place to the left:
\[ 529 \rightarrow 52.9 \quad (\text{Place the decimal point before 2 digits}) \]

### Final Result
The final product of \(2.3 \times 0.23 \times 0.1\) is:
\[ 0.0529 \]