Start Discovering Solved Questions and Your Course Assignments
TextBooks Included
Solved Assignments
Asked Questions
Answered Questions
question 1 a region where the solid obtained by rotating the region around the x-axis has greater volume than the solid
question 1 find the area inside the spiral r theta for 0 le theta le 2pi2 find the area between the two spirals r
question a in polar coordinates write equations for the line x 1 and the circle of radius 2 centered at the originb
question 1 show that the area formula for polar coordinates gives the expected answer for the area of the circle r a
question 1 find the area inside the circle r 1 and outside the cardioid r 1 sin theta2 find the area inside the
question 1 a graph r 2 cos theta and r 2 sin theta on the same axesb using polar coordinates find the area of the
question 1 a sketch the bounded region inside the lemniscate r2 4 cos 2theta and outside the circle r radic2b compute
question a tree trunk has a circular cross section at every height its circumference is given in the following table
question 1 find a curve y gx such that when the region between the curve and the x-axis for 0 le x le pi is revolved
question a a pie dish is 9 inches across the top 7 inches across the bottom and 3 inches deep see figure 835 compute
question a 100 cm long gutter is made of three strips of metal each 5 cm wide figure shows a cross-sectiona find the
question the design of boats is based on archimedes principle which states that the buoyant force on an object in water
question the circumference of a tree at different heights above the ground is given in the table below assume that all
question a bowl has the shape of the graph of y x4 between the points 1 1 and -1 1 rotated about the y-axis when the
question the hull of a boat has widths given by the following table reading across a row of the table gives widths at
question 1 a write an integral which represents the circumference of a circle of radius rb evaluate the integral and
question 1 write an expression that represents the arc length of the concave-down portion of the graph of fx x4 -8x3
question 1 the arc length of the curve y x5 between x 0 and x 2 is less than 322 a region in the plane which gives
question sketch the solid obtained by rotating each region around the indicated axis using the sketch show how to
question consider the hyperbola x2 - y2 1 in figurea the shaded region 2 le x le 3 is rotated around the x-axis what
question 1 find the length of one arch of y sin x2 find the perimeter of the region bounded by y x and y x23
question find the length of the parametric curves1 x 3 5t y 1 4t for 1 le t le 2 explain why your answer is
question 1 a region in the plane where it is easier to compute the area using horizontal slices than it is with
question concern the region bounded by y x2 y 1 and the y-axis for x ge 0 find the volume of the following solids1
question construct and evaluate definite integrals representing the area of the region described usinga vertical