Analysis 2 Notes 1 Flashcards
(1D- N2-1.1) Definition of a Limit of a sequence of real numbers
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(1D- N3-1.2) ε, δ definition of a limit of a function
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(1D- N3-1.3) Sequential definition of a limit of a function
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(1O- N3-) Limit of function is unique, right and left limits and theorems,
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(1D- N3-1.4) Limit of function as x goes to infinity
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(1D- N3-1.5) Limit of function as x goes to plus infinity
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(1D- N3-1.6) Limit of function as x goes to minus infinity
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(1D-N4-1.7) Function continuous at a point
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(1D-N4-1.8) Sequential definition of continuity a function
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(1O-N4-) Precise relationship between notion of limit and continuity
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(1D-N4-1.9) Definition of function continuous on domain
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(1L-N4-1.1) Inertia Principle
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(1O-N5-) IVT, Attainment of Bounds, Extreme Value Theorem
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(1T-N5-1.1) Bolzano-Weierstrass Theorem
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