A particle moves along the curve of intersection of the surfaces x + y = 16...

  

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A particle moves along the curve of intersection of the surfaces x + y = 16 and z = x+y. Find a vector function r(t) for the particle's path and use it to find the normal and tangential components of the particle's acceleration at the point (-4,0,-4). A particle moves along the curve of intersection of the surfaces x + y = 16 and z = x+y. Find a vector function r(t) for the particle's path and use it to find the normal and tangential components of the particle's acceleration at the point (-4,0,-4).

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1 Rewrite the equation of the curve of intersection in terms of xy and z The equation of the curve o... View the full answer