What approximate value will come in place of question mark (?) in the following questions. (You are not expected to find the exact value)
1.101 + 11.01 + 101.01 `div` 1.01 = ?

Options

A. 109
B. 116
C. 101
D. 113

Answer

To solve the question, we need to find the approximate value of the expression \(1.101 + 11.01 + \frac{101.01}{1.01}\).

### Step-by-step Solution:

1. **Approximate Each Term:**
- For \(1.101\), we can approximate it to \(1\).
- For \(11.01\), we can approximate it to \(11\).
- For \(101.01\), we can approximate it to \(101\).
- For \(1.01\), we can approximate it to \(1\).

So, we have:
\[ 1.101 \approx 1, \quad 11.01 \approx 11, \quad 101.01 \approx 101, \quad 1.01 \approx 1 \]

2. **Rewrite the Expression:**
Now, we can rewrite the expression using these approximations:
\[ 1 + 11 + \frac{101}{1} \]

3. **Calculate the Division:**
Since \(\frac{101}{1} = 101\), we can simplify the expression to:
\[ 1 + 11 + 101 \]

4. **Add the Values:**
Now, we add these values together:
\[ 1 + 11 = 12 \]
\[ 12 + 101 = 113 \]

5. **Final Result:**
Therefore, the approximate value that will come in place of the question mark (?) is:
\[ ? \approx 113 \]

### Conclusion:
The answer is \(113\).