Out of the following statements which one is incorrect ?

Options

A. `sqrt(5184) = 72`
B. `sqrt(15625) = 125`
C. `sqrt(1444) = 38`
D. `sqrt(1296) = 34`

Answer

To determine which statement is incorrect, we will evaluate each option by calculating the square roots and verifying if they match the given values.

### Step 1: Evaluate Option A
**Statement:** Square root of 5184 is equal to 72.

**Calculation:**
- Calculate \( 72 \times 72 \):
\[ 72 \times 72 = 5184 \]
- Since \( \sqrt{5184} = 72 \), this statement is **correct**.

### Step 2: Evaluate Option B
**Statement:** Square root of 15625 is equal to 125.

**Calculation:**
- Calculate \( 125 \times 125 \):
\[ 125 \times 125 = 15625 \]
- Since \( \sqrt{15625} = 125 \), this statement is **correct**.

### Step 3: Evaluate Option C
**Statement:** Square root of 1444 is equal to 38.

**Calculation:**
- Calculate \( 38 \times 38 \):
\[ 38 \times 38 = 1444 \]
- Since \( \sqrt{1444} = 38 \), this statement is **correct**.

### Step 4: Evaluate Option D
**Statement:** Square root of 1156 is equal to 34.

**Calculation:**
- Calculate \( 34 \times 34 \):
\[ 34 \times 34 = 1156 \]
- Since \( \sqrt{1156} = 34 \), this statement is **correct**.

### Conclusion
After evaluating all the statements, we find that all of them are correct. However, the question implies that one of the statements is incorrect. Based on the calculations, it appears that there may have been a misunderstanding in the original question or the options provided.

### Final Answer
None of the statements are incorrect based on the calculations provided.

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