10. An even number above n
Prove that for every natural number n there is an even number m with n < m. You have to name the witness yourself.
1theorem solution (n : Nat) : ∃ m, n < m ∧ m % 2 = 0 := by
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\to in the editor, or click:Where you start. Everything above ⊢ may be assumed; the line below it is what you must prove.
n:Nat
⊢∃ m, n < m ∧ m % 2 = 0
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