Question 1: Calculate the exact value of √36.

Answer: 6

Question 2: What is the value of √81?

Answer: 9

Question 3: Express √64 as a simplified exact value.

Answer: 8

Question 4: Calculate √25.

Answer: 5

Question 5: Identify the exact value of √100.

Answer: 10

Question 6: A square has an area of 144 square units. Find the length of one side using an exact value.

Answer: 12

Question 7: Simplify √50 to its exact radical form.

Answer: 5√2

Question 8: Estimate the value of √200 and explain if it is an exact value.

Answer: Approximately 14.14; not an exact value

Question 9: Calculate √145 and determine if it has an exact radical form.

Answer: √145 (already in simplest radical form, not a perfect square)

Question 10: A rectangle's length is √144 units and width is √36 units. Find its perimeter using exact values.

Answer: 2(12 + 6) = 36 units

Question 11: Construct a triangle with sides √50, √72, and √98. Are these side lengths exact radical values? Justify.

Answer: Yes, they are exact radical values; none are perfect squares.

Question 12: Identify and correct the mistake: √36 = 7.

Answer: The mistake is that √36 = 6, not 7.