What should come in place of the question mark so that it satisfies inequality of the equation ?
`32% of 750 lt `?

Options

A. `23% of 600`
B. `46% of 207`
C. `98% of 250`
D. `75% of 320`

Explanation

To solve the problem, we need to find what value should replace the question mark in the inequality \( 32\% \text{ of } 750 < ? \).

### Step-by-Step Solution:

1. **Calculate 32% of 750**:
\[ 32\% \text{ of } 750 = \frac{32}{100} \times 750 \]
To simplify:
\[ = 0.32 \times 750 \]
Now, perform the multiplication:
\[ = 240 \]

2. **Set up the inequality**:
We now have:
\[ 240 < ? \]
This means that the value represented by the question mark must be greater than 240.

3. **Evaluate the options**:
We need to check which of the given options satisfies the inequality \( ? > 240 \).

- **Option A: 23% of 600**:
\[ 23\% \text{ of } 600 = \frac{23}{100} \times 600 = 138 \]
Since \( 138 < 240 \), this option does not satisfy the inequality.

- **Option B: 46% of 207**:
\[ 46\% \text{ of } 207 = \frac{46}{100} \times 207 = 95.22 \]
Since \( 95.22 < 240 \), this option does not satisfy the inequality.

- **Option C: 98% of 250**:
\[ 98\% \text{ of } 250 = \frac{98}{100} \times 250 = 245 \]
Since \( 245 > 240 \), this option satisfies the inequality.

4. **Conclusion**:
The correct answer is:
\[ 98\% \text{ of } 250 \]