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1. Find the intersection (if any) of the lines r= (4, -2, -1) + t(1, 4, -3) and r = (-8, 20, 15) + u(-3,
1. Find the intersection (if any) of the lines r= (4, -2, -1) + t(1, 4, -3) and r = (-8, 20, 15) + u(-3, 2, 5).
2. State the scalar equation for the plane r = (3, 2, -1) + s(1, 2,3) + t(4,2,-1).
3. Find the intersection of the line l and the plane pi.
l : r = (4, -1, 4) + t (5, -2, 3) pi: 2x+5y+z+2 =0
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