The format of an answer does not matter to me eg you need not be concerned with

# The format of an answer does not matter to me eg you

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The format of an answer does not matter to me; e.g., you need not be concerned with simplifying radicals, rationalizing fractions, and the like. Use exact values throughout; without a calculator present, this should be very straightforward. Angles are assumed to be measured in radians unless explicitly denoted with the degre e sign, 45 ≠ 45⁰, e.g. You are expected to know and work with exact values for the trigonometric functions evaluated at angles on the unit circle. You should be able to: (This list may not be exhaustive I have done my best!) Evaluate a limit graphically: two-sided, one-sided, infinite limits, and limits at infinity. Evaluate a function at a point, f(a). Recognize f(a) might not be the limit of f(x) as x approaches a. Evaluate a limit analytically: use direct substitution or algebraic manipulation as needed for x a; use analysis of non-zero/zero form and signs of factors for infinite limits; use technique of dividing by highest power of x in denominator for x ±∞ . Apply the Squeeze Theorem to evaluate a limit; Find vertical and horizontal asymptotes, showing appropriate limits to justify.
• Spring '16
• Derivative, Mathematical analysis, Continuous function, Limit of a function

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