Compute euclidean distance the spider has traveled

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Reference no: EM133238943

Question: A western kentucky spider can move in three directions at(x,y and z) by taking either +2 inch or -1 inch (It is rather large spider) The direction it move is random(x,y or z) The distance it travels will also be random(+2 inches or -1 inch). Assume spider starts from origin(0,0,0) simulate spider move for 100 moves

The direction is random(x,y,or z and distance is random(+2 or -1) print x,y,z coordinates for 100 moves

Then compute euclidean distance the spider has traveled sqrt(x^2+y^2+z^2) and print it (print using 2 decimal)

Reference no: EM133238943

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