For vector field v(x, y) = (-xy, y), find all points P such that the amount of fluid flowing in to Pequals the amount of fluid flowing out of P. Select the correct answer below: O At all points P O At all points P, where y s0 At all points P, where y = 1 O At all points P, where y =x
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- Can you please answer number 2 and all of the sub problems A through C and show all of the steps to the solutionsb pleaseDrag Force: A spherical particle of radius 5.9 cm and a mass of 226 g is moving through a fluid of the same density. (This means you can ignore the effects of gravity.) The position of the particle is given by x (t) 1 In (1+ bvot), where x is its position and t is the elapsed time. The initial speed vo is 27.8 m/s, and the constant b is 0.3 m-1. (b) What is the velocity of the particle after 3.3 seconds? (c) What is the acceleration of the particle after 3.3 seconds?
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- Sketch how water curls down a sink, say, in clock-wise rotation. Draw the resulting vector of the curl-operator applied on this water flow.Using spherical polar coordinates r, 0, p to find CM of a uniform solid hemisphere of radius R, whose flat face lies in the xy plane with its center at the origin. The element of volume is in spherical polars of dV = r² dr sine de dip.Q.5) On long strands form by cobwebs, water vapor condense at night to form long cylinders of water. The cylinders may collapse to form spherical droplets separated by a certain distance. Find the maximum distance (in mm) between droplets formed. Surface tension= α, radius of cylinder r = 2 mm. I