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gurjot kaur gurjot kaur
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4 years ago
 Let f and g be real functions such that Df ⊆ Dg and let p ∈ Df. Suppose there is some K ∈ R such that |f(x)−f(p)|≤ K|g(x)−g(p)|, for all x ∈Df. Prove that if g is continuous at p, then f is continuous at p.
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