Start Discovering Solved Questions and Your Course Assignments
TextBooks Included
Active Tutors
Asked Questions
Answered Questions
a circus clown is to be fired from a cannon at an angle of 60o to the horizontal with an initial speed of 60 ftsec the
what would be the effect of adding damping cy where c gt 0 to the system how could a bridge design engineer incorporate
1 find the volume of the solid region which lies under the surface z x2y and which lies over the parallelogram with
a prove if 0 le x le 10 then 0 le radicx 1 le 10b prove if 0 le mu le nu le 10 then 0 le radicmu 1 le radicnu 1 le
given the position vector rt 2t2i 1 - 4t2ja determine the velocity acceleration and speed at time 1 2b find the
given the vector valued function rt ln ti t 2 ja state the domain of rtb determine the unit tangent and principal
let fx x3 - 3 a2x 4 a3where a is some positive constanta find f0 f - 2a fa f2a then argue that the function has 3
a horn is created by revolving the region bounded by x 1 x 10 y 1x about the x-axis where x is measures in
suppose the temperature for thus saturday can be modeled by fx 75 10 sin pi12x where x is the number of hours past 9
let f be the function given by fx radicx4 - 16x2 no calculator alloweda find the domain of fb describe the symmetry if
consider the function fx 2t2 - t3a determine ft and ftb write a tangent and normal line to the curve when t 2c list
1 if z 8x3 2 x2 y - y evaluate dz where x 1y1dx02 and dy032 using differentials approximate the amount of material
sketch the graph of the function indicating all critical points and inflection points apply the second derivative test
assume z is a function of x and y defined implicitly by the equation -4xyz yx z2 z 7 calculate the indicated
the volume v 43 pi r3 of a spherical balloon changes with the radiusa at what rate in3 in does the volume change with
an object is dropped from a tower 191 fi above the ground the objects height above ground t sec into the fall is s 191
a represent each surface area as a definite integral and evaluate the integral using your calculator s integral
lesson 7 more integer linear programmingsolve the following problems by first determining the modelnbsp on paper
evaluated problems-1 for each of the following functions prove or disprove a the function is an injection b the
determine the volume of a sphere of radius r a sphere is swept out when the region bounded by the x-axis and the top
a cylinder is filled to a depth of 2 feet with 40 pounds of liquid how much work is done pumping the liquid to a point
find the total work along the given parametric path if necessary approximate the value of the integral using your
calculate the amount of work required to lift you from the surface of the moon where your weight is approximately 16
find the position vector rrarrt of a moving particle if rrarr0 lt1 1 1gt vrarr0 lt0 1 1gt and ararrt lt0 0
calculus most people have a body density between 95 and 105 times the density of water which is 625 pounds per cubic