In a sum of dividion the quotient is 110, the remainder is 250, the divisor is equal to the sum of the quotient and remainder. What is the divident ?

Options

A. 3940
B. 39850
C. 40000
D. 3899

Answer

To solve the problem, we need to find the dividend using the information provided about the quotient, remainder, and divisor.

### Step-by-Step Solution:

1. **Identify the Given Values:**
- Quotient (Q) = 110
- Remainder (R) = 250

2. **Calculate the Divisor (D):**
- According to the problem, the divisor is equal to the sum of the quotient and the remainder.
- So, we calculate the divisor as follows:
\[ D = Q + R = 110 + 250 = 360 \]

3. **Use the Formula for Dividend (N):**
- The formula for finding the dividend is:
\[ N = D \times Q + R \]
- Substitute the values we have:
\[ N = 360 \times 110 + 250 \]

4. **Calculate the Product:**
- First, calculate \(360 \times 110\):
\[ 360 \times 110 = 39600 \]

5. **Add the Remainder:**
- Now, add the remainder to the product:
\[ N = 39600 + 250 = 39850 \]

6. **Final Answer:**
- Therefore, the dividend is:
\[ N = 39850 \]

### Conclusion:
The dividend is **39850**.