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- Find the area of the surface. The surface cut from the “nose” of the paraboloid x = 1 - y2 - z2 by the yz-plane.Find the area of the surfaces The surface cut from the “nose” of the paraboloid x = 1 - y2 - z2 by the yz-planeclassify the quadric surface given by equation and determine its standard form.−8x 2 − 8y2 + 10z2 + 32x y − 4x z − 4yz = 24
- Find the points on the hyperbolic cylinder x2 - z2 -1 =0 that are closest to the origin. please show detail and clear work. Thanks.Find the orthogonal trajectories of family of hyperbola with center at the original and the length of semi-minor axis as 2.Find the minimum distance from the point (5, 0, 0) to the paraboloid z = x2 + y2. (Give your answer correct to 2 decimal places.)
- Find the minimum distance from the cone z = 2x2 + y2 to the point (-6, 4, 0).Find the points on the hyperbolic cylinder x2 - z2 -1 =0 that are closest to the origin. please show all workingA long suspension bridge 180 meters from end,has towers 60 meters tall,where suspension cables are attached at the top of each tower.The cable from a parabolic curve and the lowest point of the cable is 15 meters from the surface of the bridge. Which set of information is true to the scenario described?