Find the point of intersection (xo, yo, zo) of the lines given as: x0 = yo = Zo= L x=3+t, y = 7+ 8t, L2 x=3+t, y=8+9t, z = 8+ t z = 9+ 2t Find parametric equations for the line whose vector equation is given. (a) (x, y) = (2,-3) + t(1, -3) x = y = (b) xi+yj+kk+t(3i-j+k) x= y = x = Find parametric equations of the line that satisfies the stated conditions. The line through (5, 5) that is parallel to 3 i+3j. O x = 5+5t, y = 3+3t O x = 5+5t, y = 5+5t Ox = 5+3t, y = 5+3t Ox=3+3t, y = 3+3t Ox=3+5t, y = 3+5t Are the lines x 7+8t, y = 10-7t, z = 3+4t, and x = 4+9t, y == 6+2t, z = 11-6t parallel? O No O Yes Determine whether the lines L1 and L2 are parallel. L: x = 2-4t, y = 3 +'t, z=5-t L2: x=5-16t, y = -2+ 41, z=6-4t The lines L1 and L2 parallel. are not eTextbook and M are