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Check all statements that are true. Since it is a ratio of two integers, 3/9 is rational. Since it is a...

Check all statements that are true.
Since it is a ratio of two integers, 3/9 is rational.
Since it is a terminating decimal, 8.2 is irrational.
Since 11 is not a perfect square, √11 is rational.
Since 16 is a perfect square, √16 is rational.
Since it is an integer, 12 is irrational.
None of the above statements are true.

Answer

  1. True: Since it is a ratio of two integers, 3/9 is rational.

  2. False: Since it is a terminating decimal, 8.2 is irrational. (8.2 is rational because it is a terminating decimal.)

  3. False: Since 11 is not a perfect square, √11 is rational. (√11 is irrational because it is not a perfect square.)

  4. True: Since 16 is a perfect square, √16 is rational.

  5. False: Since it is an integer, 12 is irrational. (12 is rational because it is an integer.)

  6. False: None of the above statements are true.

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