Evaluate the
`12.08 xx 9.3`

Answer

To evaluate the multiplication of `12.08` and `9.3`, follow these steps:

### Step 1: Ignore the decimals and multiply the numbers as if they were whole numbers.
- Multiply `1208` (which is `12.08` without the decimal) by `93` (which is `9.3` without the decimal).

### Step 2: Perform the multiplication.
- Start with the last digit of `93`, which is `3`.
- \( 3 \times 1208 = 3624 \)

- Next, move to the next digit of `93`, which is `9` (but it represents `90` because it is in the tens place).
- \( 9 \times 1208 = 10872 \)
- Since this is in the tens place, we need to add a zero to the end: \( 10872 \rightarrow 108720 \)

### Step 3: Add the results from the multiplication.
- Now, add the two results together:
- \( 3624 + 108720 = 112344 \)

### Step 4: Count the total number of decimal places.
- In `12.08`, there are 2 decimal places.
- In `9.3`, there is 1 decimal place.
- Total decimal places = \( 2 + 1 = 3 \)

### Step 5: Place the decimal in the result.
- The result from the multiplication is `112344`.
- To place the decimal, move it 3 places from the right:
- \( 112344 \rightarrow 112.344 \)

### Final Answer:
- Therefore, \( 12.08 \times 9.3 = 112.344 \)

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