The average value of property of Mittal Ambani and Singhania is `₹11111` crore.The property of Singhania is as less as the property of Mittal is greater than the average property of both the Singhania and Mittal.The value of property of Ambani is:

Options

A. `₹111` crore
B. `₹11111` crore
C. `₹3703.7` crore
D. can't be determined

Answer

To solve the problem step by step, we need to analyze the information given in the question.

### Step 1: Understand the average property value
The average value of the properties of Mittal, Ambani, and Singhania is given as ₹11,111 crore. This means:

\[ \text{Average} = \frac{\text{Property of Mittal} + \text{Property of Ambani} + \text{Property of Singhania}}{3} = 11,111 \]

### Step 2: Set up the equation
Let:
- \( M \) = Property of Mittal
- \( A \) = Property of Ambani
- \( S \) = Property of Singhania

From the average, we can write:

\[ M + A + S = 3 \times 11,111 = 33,333 \]

### Step 3: Analyze the relationship between Mittal and Singhania
The problem states that "the property of Singhania is as less as the property of Mittal is greater than the average property of both Singhania and Mittal."

The average property of Mittal and Singhania can be calculated as:

\[ \text{Average of M and S} = \frac{M + S}{2} \]

According to the problem, the difference between Mittal's property and the average of Mittal and Singhania is equal to the difference between the average and Singhania's property. This can be expressed as:

\[ M - \frac{M + S}{2} = \frac{M + S}{2} - S \]

### Step 4: Simplify the equation
Now, let's simplify the equation:

1. The left side becomes:
\[ M - \frac{M + S}{2} = \frac{2M - M - S}{2} = \frac{M - S}{2} \]

2. The right side becomes:
\[ \frac{M + S}{2} - S = \frac{M + S - 2S}{2} = \frac{M - S}{2} \]

Thus, we have:
\[ \frac{M - S}{2} = \frac{M - S}{2} \]

This equation is always true, meaning it does not provide any new information about the values of \( M \), \( A \), or \( S \).

### Step 5: Conclusion
Since we cannot determine the exact values of Mittal's and Singhania's properties based on the information provided, we cannot find the value of Ambani's property either. The relationship given does not involve Ambani directly, and thus we cannot calculate \( A \).

### Final Answer
The value of the property of Ambani cannot be determined with the information provided.

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