Start Discovering Solved Questions and Your Course Assignments
TextBooks Included
Active Tutors
Asked Questions
Answered Questions
question 1 if x p is not a local maximum of f then x p is not a critical point of f2 if fp 0 then fx has a local
question a if a is a nonzero constant find all critical points offx ax2 xb use the second-derivative test to show
question a if b is a positive constant and x gt 0 find all critical points of fx x - b ln xb use the second-derivative
question 1 a show that if a is a positive constant then x 0 is the only critical point of fx x aradicxb use
question the function f is defined for all x use the graph of f to decidea over what intervals is f increasing
question 1 a use a graph to estimate the x-values of any critical points and inflection points of fx e-x2b use
question sketch a possible graph of y fx using the given information about the derivatives y fx and y fx assume that
question suppose f has a continuous derivative whose values are given in the following tablea estimate the
question suppose that an intermolecular potential has a hard-sphere core of radius r1 and a shallow attractive well of
question consider a case of warranties with moral hazard the probability that a low-quality good breaks down is
question a ray emanating from the point 5 0 is incident on the hyperbola 9x2 - 16y2 144nbsp at the point p with
question 1 graph a function which has exactly one critical point at x 2 and exactly one inflection point at x 42
question the gravitational attraction f between the earth and a satellite of mass m at a distance r from the center of
question the distance s of a moving body from a fixed point is given as a function of time t by s 20et2a find the
question at any time t a population pt is growing at a rate proportional to the population at that momenta using
question an object is oscillating at the end of a spring its position in centimeters relative to a fixed point is given
question the total number of people n who have contracted a disease by a time t days after its outbreak is given byn
question the world population was 67 billion at the beginning of 2008 an exponential model predicts the population to
question the acceleration due to gravity g is given byg gmr2where m is the mass of the earth r is the distance from
question 1 given that f and g are differentiable everywhere g is the inverse of f and that f3 4 f3 6 f4 7 find g42
question 1 a particle is moving on the x-axis it has velocity vx when it is at the point with coordinate x show that
question 1 find the nth derivative of the following functionsa ln xb xexc ex cos x2 the relative rate of change of a
question the derivative fgives the absolute rate of change of a quantity f and ff gives the relative rate of change of
question a use a computer algebra system to differentiate x 1x and sin xxb conjecture a rule for differentiating fxx
question a use a computer algebra system to find and simplify the derivative of the given functionb without a computer