Unformatted text preview: IV. Find the plane that contains (x1)/2= y/3 = z+2 and (x+2)/4 = (y2)/6 = z/2. V. Let R(t)= < t 2 + t + 1 , e t , sin ( t ) > . At t = 0, ﬁnd a. v, a, T, a T , a N , B and N. b. the tangent line and osculating plane. c. the formula for the length of the curve from t=0 to t=5. VI. Find the intersection of x 2y + x = 2 and (x+1)/2 = (y  1)/ 2 = z/ (2). 1...
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 Spring '08
 Bliss
 Euclidean geometry, plane x2y+3z

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