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question a use a computer algebra system to find and simplify the derivative of the given functionb without a computer
question consider the demand function is q5000-60p and the total cost function is c00035 q245 q4000 questions use of
question the graphs of sin x and cos x intersect once between 0 and pi2 what is the angle between the two curves at the
question 1 for some constant b and x gt 0 let y x ln x-bx find the equation of the tangent line to this graph at the
question consider the function fx radicxa find and sketch fx and the tangent line approximation to fx near x 4b
question figure shows the tangent line approximation to fx near x aa find a fa fab estimate f21 and f198 are these
question global temperatures have been rising on average for more than a century sparking concern that the polar ice
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question a find the eighth derivative of fx x7 5x5 - 4x3 6x - 7 think ahead the nth derivative fn x is the result of
the centrifugal force exerted on rotating turbine blades varies directly as the square of velocity if the centrifugal
question each year ms fontanez has the chance to invest in two different no-load mutual funds the go-go fund or the
question 1 if ft 2t3 - 4t2 3t - 1 find ft and ft2 if fx 13 - 8x x2 and fr4 find r3 if fx x3 - 6x2 - 15x 20 find
question 1 find the slope of the curve x2 3y2 7 at 2 -12 assume y is a differentiable function of x and that ysin yx2
question 1 prove that if fx gx for all x in a b then there is a constant c such that fx gx c on a b hint apply the
question dominic drove from phoenix to tucson on interstate 10 a distance of 116 miles the speed limit on this highway
question suppose that f is continuous on a b and differentiable on a b and that m le f x le m on a b use the racetrack
question give an example of1 two different functions that have the same linear approximation near x 02 a
question two horses start a race at the same time and one runs slower than the other throughout the race the racetrack
question 1 derive the chain rule using local linearization hint in other words differentiate fgx using gx h asymp gx
question from the local linearizations of ex and sin x near x 0 write down the local linearization of the function ex
question use the racetrack principle to show that ln x le x - 1use the fact that ln x and ex are inverse functions to
question 1 state a decreasing function theorem analogous to the increasing function theorem deduce your theorem from
question air pressure at sea level is 30 inches of mercury at an altitude of h feet above sea level the air pressure p
question on october 7 2010 the wall street journal8 reported that android cell phone users had increased to 109 million