Which of the following is greater than `1000.01 ` ?

Options

A. `0.00010001 xx 10^(7)`
B. `0.00001 xx 10^(8)`
C. `1.1 xx 10^(2)`
D. `1.00001xx10^(3)`

Answer

To determine which of the given options is greater than `1000.01`, we will evaluate each option one by one.

### Step-by-Step Solution:

1. **Identify the Options**: The options provided are:
- Option 1: `0.301`
- Option 2: `301 x 10^7`
- Option 3: `1.1 x 10^2`
- Option 4: `1.4 x 10^3`

2. **Evaluate Option 1: `0.301`**
- This number is clearly less than `1000.01`.
- **Conclusion**: Option 1 is not greater than `1000.01`.

3. **Evaluate Option 2: `301 x 10^7`**
- Since the power of 10 is positive (7), we shift the decimal point 7 places to the right.
- This gives us `3010000000` (which is `301` followed by 7 zeros).
- **Conclusion**: `3010000000` is much greater than `1000.01`.

4. **Evaluate Option 3: `1.1 x 10^2`**
- Again, the power of 10 is positive (2), so we shift the decimal point 2 places to the right.
- This gives us `110` (which is `1.1` followed by 2 zeros).
- **Conclusion**: `110` is less than `1000.01`.

5. **Evaluate Option 4: `1.4 x 10^3`**
- The power of 10 is positive (3), so we shift the decimal point 3 places to the right.
- This gives us `1400` (which is `1.4` followed by 3 zeros).
- **Conclusion**: `1400` is greater than `1000.01`.

### Final Comparison:
- From our evaluations:
- Option 1: `0.301` (not greater)
- Option 2: `3010000000` (greater)
- Option 3: `110` (not greater)
- Option 4: `1400` (greater)

### Answer:
The options that are greater than `1000.01` are:
- Option 2: `301 x 10^7` (which equals `3010000000`)
- Option 4: `1.4 x 10^3` (which equals `1400`)