Question: Solve using Matlab . Please no handwritten. (a) Find the shortest distance from the point (4,2,0) to the cone 2 2+y2 (b) Find the dimensions
(a) Find the shortest distance from the point (4,2,0) to the cone 2 2+y2 (b) Find the dimensions of the rectangular box with largest volume if the total surface area is given as 64cm2 (c) Use Lagrange Multipliers, find max and min :: f(x,y) = y2-2, (d) Use Lagrange Multipliers, find max and min :: f(x, y, z)-yz + xy, +y-1 xy-1, y
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