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The worksheet you uploaded deals with calculating square roots, focusing on perfect squares. Let me help you solve it step by step.

### A) Find the values of the following square roots:
1. \(\sqrt{2500} = 50\)
2. \(\sqrt{64} = 8\)
3. \(\sqrt{729} = 27\)
4. \(\sqrt{1156} = 34\)
5. \(\sqrt{2401} = 49\)
6. \(\sqrt{121} = 11\)

### B) Find the square roots of the following numerals:
1. \(\sqrt{1849} = 43\)
2. \(\sqrt{676} = 26\)
3. \(\sqrt{100} = 10\)
4. \(\sqrt{256} = 16\)
5. \(\sqrt{1681} = 41\)
6. \(\sqrt{1369} = 37\)

### C) Multiple Choice:
1. Which of the following is the square root of 484?
   - Correct answer: ii) 22

2. Find the value of \(\sqrt{49}\):
   - Correct answer: ii) 7

Would you like further explanations on any part of this worksheet?

### Related Questions:
1. What are perfect squares, and how do they differ from non-perfect squares?
2. How can you estimate the square root of a non-perfect square number?
3. What is the difference between a square root and a cube root?
4. How do you calculate square roots by hand without a calculator?
5. What are the real-world applications of knowing square roots?

### Tip:
Remember that perfect squares are numbers that result from squaring integers, making their square roots always whole numbers.

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