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1.Determine the minimum distance from point ( -3, 3) to the curve given by y = (x - 3)^2 2.A piece of wire, 100 cm
1.Determine the minimum distance from point ( -3, 3) to the curve given by y = (x - 3)^2
2.A piece of wire, 100 cm long, needs to be bent to form a rectangle. determine the dimensions of a rectangle with the maximum area.
Perimeter = 100 cm
Area = L x W - to maximize
3.A rectangular piece of cardboard, 100 cm by 40 cm, is going to be used to make a rectangular box with an open top by cutting congruent squares from the corners. calculate the dimensions for a box with largest volume.
Solve using algorithm and find dimensions.
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