Which of the following is greater than `16.3%`?

Options

A. 163 out of 1000
B. 113 out of 250
C. 8 out of 50
D. 39 out of 750

Answer

To solve the question "Which of the following is greater than 16.3%?", we need to evaluate each option provided and determine which one exceeds 16.3%.

Let's go through the options step by step:

### Step 1: Understand what 16.3% means
16.3% can be expressed as a fraction:
\[ 16.3\% = \frac{16.3}{100} \]
This means that for any given number, we can find 16.3% of that number by multiplying it by 0.163.

### Step 2: Evaluate each option

#### Option 1: 163
To find out if 163 is greater than 16.3% of 1000:
\[ \text{Calculate } 16.3\% \text{ of } 1000: \]
\[ 16.3\% \text{ of } 1000 = \frac{16.3}{100} \times 1000 = 163 \]
Since 163 is equal to 16.3%, it is not greater.

#### Option 2: 113
To find out if 113 is greater than 16.3% of 250:
\[ \text{Calculate } 16.3\% \text{ of } 250: \]
\[ 16.3\% \text{ of } 250 = \frac{16.3}{100} \times 250 = 40.75 \]
Since 113 is greater than 40.75, it is greater than 16.3%.

#### Option 3: 8
To find out if 8 is greater than 16.3% of 50:
\[ \text{Calculate } 16.3\% \text{ of } 50: \]
\[ 16.3\% \text{ of } 50 = \frac{16.3}{100} \times 50 = 8.15 \]
Since 8 is less than 8.15, it is not greater.

#### Option 4: 39
To find out if 39 is greater than 16.3% of 750:
\[ \text{Calculate } 16.3\% \text{ of } 750: \]
\[ 16.3\% \text{ of } 750 = \frac{16.3}{100} \times 750 = 122.25 \]
Since 39 is less than 122.25, it is not greater.

#### Option 5: 750
To find out if 750 is greater than 16.3% of 1000:
\[ \text{Calculate } 16.3\% \text{ of } 1000: \]
\[ 16.3\% \text{ of } 1000 = 163 \]
Since 750 is greater than 163, it is greater.

### Conclusion
After evaluating all options, we find that:
- **Option 2 (113)** and **Option 5 (750)** are greater than 16.3%.

### Final Answer
The values greater than 16.3% are **113** and **750**.