√512 = √(256×2) = √(16²×2) = 16√2
√2 ≈ 1,41
√512 ≈ 22,56
√750 = √(25×30) = √(5²×30) = 5√30
√30 ≈ 5,48
√750 ≈27,4
√512 < x < √750
22,56 < x < 27,4 ∧ x∈N ⇒ x= { 23, 24, 25, 26, 27 }
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√512 = √(256×2) = √(16²×2) = 16√2
√2 ≈ 1,41
√512 ≈ 22,56
√750 = √(25×30) = √(5²×30) = 5√30
√30 ≈ 5,48
√750 ≈27,4
√512 < x < √750
22,56 < x < 27,4 ∧ x∈N ⇒ x= { 23, 24, 25, 26, 27 }