Let's analyze each set of numbers:
-
(-7.4, 0, 3.232323..., √25)
- -7.4: Rational
- 0: Rational
- 3.232323...: Rational (it's a repeating decimal)
- √25: Rational (since √25 = 5)
- This set contains only rational numbers.
- Description: Rational numbers only
-
(√2, √15)
- √2: Irrational
- √15: Irrational
- This set contains only irrational numbers.
- Description: Irrational numbers only
-
(-⅚, ⅞, π/2)
- -⅚: Rational
- ⅞: Rational
- π/2: Irrational (since π is irrational)
- This set contains both rational and irrational numbers.
- Description: Both Rational and Irrational numbers
-
(√8, 19, 110)
- √8: Irrational (since √8 = 2√2, and √2 is irrational)
- 19: Rational
- 110: Rational
- This set contains both rational and irrational numbers.
- Description: Both Rational and Irrational numbers
To summarize:
- Set 1: Rational numbers only
- Set 2: Irrational numbers only
- Set 3: Both Rational and Irrational numbers
- Set 4: Both Rational and Irrational numbers