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BSc first year Maths|differential calculus chapter 2 uniform Continuity| Ex. 2.1 Basic Theorem 1 & 2
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BSc 1st year math Semester-1 differential calculus | Semester 1st BSc 1st year math differential calculus | differential calculus chapter 1 limit and continuity | BSc 1st year maths 2021- 2022 Semester 1st | Semester 1st 2021- 22 differential calculus chapter 2 uniform continuity | Exercise 2.1 Basic and theorems
Theorem (1) if f is uniformly continuous on an interval I, then it is continuous on I.
Theorem (2) if a function f is continuous on a closed interval [a, b], then it is uniformly continuous on [a, b].
#theorems#uniformlycontinuous#continuous#
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if f is uniformly continuous on an interval I
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if f is uniformly continuous on an interval I. then it is continuous.
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if a function f is continuous on a closed interval [a
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if a function f is continuous on a closed interval [a b] then it is uniformly continuous on [a b]
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