Consider maclaurins trisectrix xt t2 - 721t2 yt tt2 -
Consider Maclaurin's trisectrix x(t) = (t2 - 7)/2(1+t2), y(t) = t(t2 - 3)/(1+t2).
a. Find the point on the curve where the curve crosses itself.
b. Find the slopes of the two tangent lines at the point of self crosiing.
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consider maclaurins trisectrix xt t2 - 721t2 yt tt2 - 31t2a find the point on the curve where the curve crosses
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