theorem extracted_formal_statement_216.{u_4} {β : Type u_4} {f g : β → ℝ} (hg : ∀ (n : β), 0 ≤ g n)
  (hgf : ∀ (n : β), g n ≤ f n) (hf : Summable f) (f_ge_zero : ∀ (n : β), 0 ≤ f n) (n : β) : g n ≤ f n := sorry

State before:
β : Type u_4
f g : β → ℝ
hg : ∀ (n : β), 0 ≤ g n
hgf : ∀ (n : β), g n ≤ f n
hf : Summable f
f_ge_zero : ∀ (n : β), 0 ≤ f n
⊢ ∀ (n : β), g n ≤ f n

Tactic: apply hgf

State after:

Relevant lemmas: