Please plan to attend the review section - more complete information
will be given there.
Exam I covers sections 2.4 - 2.7, 3.1 - 3.4
The following topics and ideas may appear on the exam.
Continuity of f(x) at x = c.
Laws of continuity
limit techniques for indeterminate forms 0/0 etc.
Squeeze theorem
Trigonometric limits
Intermediate value theorem
Defining limit for f'(a)
Definition of f'(x)
Compute derivative, find slope and equation of tangent line
Linearity of f'
Differentiable function is continuous
Differentiation formula for common functions/li>
computing inverse of sin, cos, tan using triangles
product and quotient rules
Rates of chnage
Striaight line motion
Special case of tossed or dropped ball
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