### Break Down the Problem
1. We need to find the square root of 4.35.
2. The answer must be accurate to four decimal places.

### Relevant Concepts
The square root of a number $ x $ is that number $ y $ which satisfies $ y^2 = x $. We will use a calculator for accuracy.

### Analysis and Detail
1. Use a calculator to determine $ \sqrt{4.35} $.
2. Ensure that the result is rounded to four decimal places.

### Verify and Summarize
1. The square root of 4.35 has been computed.
2. Check the answer against the provided options to see which one is correct.

### Final Answer
The square root of 4.35 is approximately $ 2.0854 $, which rounds to $ 2.085 $. Therefore, the correct answer is:
- **2.085**

Question

### Break Down the Problem
1. We need to find the square root of 4.35.
2. The answer must be accurate to four decimal places.

### Relevant Concepts
The square root of a number $ x $ is that number $ y $ which satisfies $ y^2 = x $. We will use a calculator for accuracy.

### Analysis and Detail
1. Use a calculator to determine $ \sqrt{4.35} $.
2. Ensure that the result is rounded to four decimal places.

### Verify and Summarize
1. The square root of 4.35 has been computed.
2. Check the answer against the provided options to see which one is correct.

### Final Answer
The square root of 4.35 is approximately $ 2.0854 $, which rounds to $ 2.085 $. Therefore, the correct answer is:
- **2.085**

Knowee AI · Accepted Answer

### Break Down the Problem
1. We need to find the square root of 4.35.
2. The answer must be accurate to four decimal places.

### Relevant Concepts
The square root of a number $ x $ is that number $ y $ which satisfies $ y^2 = x $. We will use a calculator for accuracy.

### Analysis and Detail
1. Use a calculator to determine $ \sqrt{4.35} $.
2. Ensure that the result is rounded to four decimal places.

### Verify and Summarize
1. The square root of 4.35 has been computed.
2. Check the answer against the provided options to see which one is correct.

### Final Answer
The square root of 4.35 is approximately $ 2.0854 $, which rounds to $ 2.085 $. Therefore, the correct answer is:
- **2.085**

Find the square root of 4.35, up to 4 digits.radio_button_unchecked2.625radio_button_unchecked2.852radio_button_unchecked2.085radio_button_unchecked2.0112