Given the following three planes: D: (x,y,z)=(0,-1,4)+ k(-2, 1, 2) D (x,y,z)=(2,-1,14)+m(1,0,5) 1.Prove that these two...

 

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Given the following three planes: D: (x,y,z)=(0,-1,4)+ k(-2, 1, 2) D₂ (x,y,z)=(2,-1,14)+m(1,0,5) 1.Prove that these two lines are secant and find their point of intersection 2. Find the equation of the plane containing these two lines. Given the following three planes: D: (x,y,z)=(0,-1,4)+ k(-2, 1, 2) D₂ (x,y,z)=(2,-1,14)+m(1,0,5) 1.Prove that these two lines are secant and find their point of intersection 2. Find the equation of the plane containing these two lines.

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To prove that the two lines defined by the given planes are secant we need to show that they have a ... View the full answer