2. Define f : (2,7) → R by f (x) = x³ – x + 1. Use the definition of uniformly continuity to prove that f is uniformly continuous on (2, 7)

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Chapter2: Second-order Linear Odes
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Hoping to get some help proving U.C. for #2
1. Use e – N to prove that lim n + 2 – Vn = 0
n 00
2. Define f : (2,7) → R by f(x) = x³ – x + 1. Use the definition of uniformly continuity to prove that f is uniformly
continuous on (2, 7)
3. Prove there is at least one E R such that e = 2 cos c +1
Transcribed Image Text:1. Use e – N to prove that lim n + 2 – Vn = 0 n 00 2. Define f : (2,7) → R by f(x) = x³ – x + 1. Use the definition of uniformly continuity to prove that f is uniformly continuous on (2, 7) 3. Prove there is at least one E R such that e = 2 cos c +1
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