calculus
posted by Alex .
Prove (by using a point and a normal vector) that the plane whose intercepts with the coordinate axes are x=1, y=1, and z=1 is given by the equation x+y+z=1
Respond to this Question
Similar Questions

Calculus
Can anybody help me with this? Consider the surface xyz = 20. A. Find the unit normal vector to the surface at the point (1, 4, 5) with positive first coordinate. (___,___,___) B. Find the equation of the tangent plane to the surface 
Math: Equations of Line in a Plane
I'm stuck on these questions. Can you please show me a step by step solution? 
Discrete Math: Equations of Line in a Plane
I'm stuck on these questions. Can you please show me a step by step solution? 
Vactors 12
Let A and B be any two points on the plane and O be the origin. Prove that vector AB = vector OB  vector OA. Let x be any other point on the plane prove that vector AB = vector xB  vector xA. 
Math  Equations of plane(check)
Consider the plane that contains points A(2,3,1), B(11,1,2), C(7,3,6). a) Find two vectors that are parallel to the plane. Ans: AC, BC or AB will be parallel to the plane. b) Find two vectors that are perpendicular to the plane. … 
Math  Equations of plane(check)
Consider the plane that contains points A(2,3,1), B(11,1,2), C(7,3,6). a) Find two vectors that are parallel to the plane. Ans: AC, BC or AB will be parallel to the plane. b) Find two vectors that are perpendicular to the plane. … 
calculus
Find an equation of the plane through the point and perpendicular to the given vector. (7, 1, 5) ‹3, 1, 2› I think I need the normal vector, but how do I find it? 
math
Find a scalar equation of the plane that contains the given point P=(3,3,1)and the given normal vector n = (1,4,7) 
math
Find a scalar equation of the plane that contains the given point P=(3,3,1)and the given normal vector n = (1,4,7. 
Math
Find a scalar equation of the plane that contains the given point P=(3,3,1)and the given normal vector n = (1,4,7)