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Definition Term
% Correct
d(fx*gx)/dx=f'xgx+g'xfx Product rule

88.3% d(fx/gx)/dx=(f'xgx-g'xfx)/g2x Quotient rule

87.5% Derivative of velocity Acceleration

83.2% A function is ________ at x=a if lim f(x) and f(a) exist and are equal. Continuous

68.6% A line or curve that the graph of a relation approaches more and more closely the further the graph is followed. Asymptote

56.6% A point at which a curve changes from concave up to concave down, or vice-versa. Inflection Point

56.6% The integral of acceleration Velocity

51.3% A series which alternates between positive and negative terms Alternating series

44.4% Sharp point on a curve in which slope is not differentiable Cusp

44.1% A theorem which allows the computation of the limit of an expression by trapping the expression between two other expressions which have limits that are easier to compute. Squeeze Theorem

43.6%

Definition Term
% Correct
A class of problems in which rates of change are related by means of differentiation Related Rates

41.8% A point (x, y) on the graph of a function at which the derivative is either 0 or undefined. Critical point

41.2% A technique used to evaluate limits of fractions that evaluate to the indeterminate expressions 0 and infinity. This is done by finding the limit of the derivatives of the numerato LHopital's Rule

37.8% A series is _______ if the absolute value of the series converges. Absolutely convergent

31.6% The process of finding the derivative of an explicit function. Explicit differentiation

17.8% The process of writing any proper rational expression as a sum of proper rational expressions Partial Fractions

17.3% A series which represents a function as a polynomial that goes on forever and has no highest power of x Power Series

14.1% An extreme value of a function Extremum

13% Any real number, or any quantity that can be measured using a single real number Scalar

8.8% A discontinuity for which the graph steps or jumps from one connected piece of the graph to another. Jump continuity

0.5%

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