009 10.0 points Find parametric equations for the line through the point P(3, 3, 3) that is parallel to the plane s + y + = = & and perpendicular to the line T = 3+1, y=3-t, 2=41. 1. 1=3 -54. =3+14. = =3+1 2. 1=3+6, y=3+6 3=4-2 3. =3+54 7=3+34, 3=3+1 4. := 3+54, 7=3-14, 2=3-2 5. 1=3-54, y = 3+41, = =3-2 010 10.0 points Find an equation for the plane passing through the points Q(2, 1, 1), R( -1, 0, 1), 5(3, 1, -2) . 1. 3x ty + 92 -2 =0 2. 3x - 9y+z +2 3. 3x + 9p - z+2 4. 3x- y + 93 -2 5. 3x - 97+3-1 = 6. 3x+y+ 9:+2 = 011 10.0 points Find an equation for the plane passing through the point P(-1, -2, -2) and par- allel to the plane Ar - 2y+= = 2. 1. x - by + 2: = -1 2. 2x- 7 + 3= = 3. 2x- 7+ 3= = -64. 3x - 2+2 = - 5. x - By+2: = 6. 3x - 2+1 = 012 10.0 points Determine as a linear relation in c, y. z the plane given in vector form by x =atabtve when a =itij-k, b = 3+j+2k and c=2-2+k. 1. Arty + 8z - 15 2. Soty - 8: + 15 3. 5x- y +8z - 15 4. Soty -8: - 15 = 5. 3x- w + 8 + 15 6. 3r-y - 8z + 15