Mathematics

Mathematics

Problem

Consider the curve x=t2+1,  y=t3−3tx=t^{2}+1,\;y=t^{3}-3t for −2≤t≤2-2\le t\le2. At which value(s) of tt does the curve have a horizontal tangent? a) t=0t=0 b) t=1t=1 only c) t=1t=1 and t=−1t=-1 d) t=−1, 0, 1t=-1,\,0,\,1

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