A Find the plane through point (8,5,8) and the orthogonal to the line √x60=3+t y(t)=1-6t [²(²)=5+7€ 08 Find the point at

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A Find The Plane Through Point 8 5 8 And The Orthogonal To The Line X60 3 T Y T 1 6t 5 7 08 Find The Point At 1 (48.06 KiB) Viewed 63 times

A Find the plane through point (8,5,8) and the orthogonal to the line √x60=3+t y(t)=1-6t [²(²)=5+7€ 08 Find the point at which the line intersects the xy plane.. x(E)=1-7€ 2y = 8+2€ 12 (²) = 7+5+ for DC Complete the parametric equations the line where the planes -11x + 5y = 72 = 26 and -15x+10y = 2z = 16 intersect. X(t) = 60t: Y(E)= ? z (t) = ? OD. Find the plane containing the (-5,-7,1) and the line of intersection of the planes: Point -3x-2y+3₂=-33 8х-чу +42=60 0