Suppose that T(12) = -y and N(12) = k. Suppose further that r\"(l2) = (0,4,11).

Question

Suppose that T(12) = -y and N(12) = k. Suppose further that r"(l2) = (0,4,11). What are the tangential and normal components of the acceleration at this moment? Suppose that T(12) = -y and N(12) = Suppose further that r*(12) = (0,-4,-11). Why is this problem situation not even possible? That is; what is the contradictory information given in this problem. (I'm not asking what's different between this question and question e. I'm asking why in and of itself is the statement of problem f not possible.)

Explanation / Answer

Hey what does T(12) and N(12) refer to actually.

Please let me know, I can solve this for you.

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