Question: Let r(t) =(t 2 , 4t 3). Find T(t) and N(t), and show that the decomposition of a(t) into tangential and normal components is

Let r(t) =(t2, 4t − 3). Find T(t) and N(t), and show that the decomposition of a(t) into tangential and normal components is

a(t) = 2t 12+4/ 4 T+ () N 1 + 4/

a(t) = 2t 12+4/ 4 T+ () N 1 + 4/

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