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a projectile is fired in the direction v 1 2 3 from the point 1 1 1 the target is a disk of radius 2 centered at 2 3 6
profit under a monopoly to produce x units of a particular commodity a monopolist has a total cost of cx 2x2 3x 5
the profit earned producing a type of wireless computer mouse is given by the function px -003x3 20x - 100 where x is
a scientist is growing bacteria in her lab she finds that the number of bacteria per microliter in her sample can be
problem 1a write an approximation of the integral from 0 to pi of sinx dx using the trapezoid rule and simpsons rule
using a gps we have m all speed v of an object moving measurement might have been made by n 1 times tii0n from i 0
1 find the point where the line through the points p1 0 1 and q0 3 2 meets the plane 2x - y 3z 62 find the angle
the prison searchlight is located at point s 500 feet directly across from the only entrance to the prison the main
written review1 translate the following english statements into algebraic expressions1a negative sixty-five less than
a potato is placed in an oven and the potatoaceurocs temperature f in degrees fahrenheit at various points in time is
for positivenbspanbspb the potential energynbspu of a particle is given byunbsp b a2x2-ax for x gt 0a find the
the position of a projectile is given by rrarrt 2i in sin tj tk where sin t gt 0find the following the projectiles
you are at the point 3 5 10 on a surface at that point the slope of the tangent line to slice in the x direction is 2
at the point 1 2 the line y 3x-1 is tangent to the graph of fx ax3 bx2 c where a b and c are all real numbers if
1 use implicit differentiation to find an equation of the tangent line to the curve2 -x2 2radic3xy y2at the point 0
at the point 1 -1 1 on the surface fxy 4 - x2 -2y2 calculate a vector perpendicular to the surface and a vector
plot the point whose polar cooridnates are given1 -2 pi2find the cartesian coordinates of the given point2 -2 32pi3 18
a plot different members of the families y1x2c1nbspand y2-x2c2b verify that y1nbspand y2nbspare both solutions of de
a running track consists of a rectangle with a semicircle at cach end as shown below it the perimeter of the track is
a cylindrical can is to hold a volume of 4000 cubic cm the material for the top and bottom cost cents per square cm and
a rectangle is inscribed within the parabola y 9 - x2 with its bottom side lying on the x-axis the comers of the top
one day jamal and his friends had lunch while sitting at tables of 14 another day they had lunch at tables of 17 what
problem 1 find and classify the fixed points of x x3nbsp- 6x2nbsp- 13x 42 as stable or unstable using the following 3
project you will use your knowledge of functions to design a roller coasteryou will draw a short roller coaster on
mathematics consists of a lot of concepts expressed in terms of symbols formulas and other mathematical notationfor