This post categorized under Vector and posted on March 9th, 2020.

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Consider the planes 2x 1y 5z 1 and 2x 5z 0. (A) Find the unique point P on the y-axis which is on both planes. ( ) (B) Find a unit vector u with positive first coordinate that is parallel to both planes. Question (1 Point) Consider The Planes 2x Ly 2z 1 And 2x 2z0. (A) Find The Unique Point P On The Y-axis Which Is On Both Planes. O (B) Find A Unit Vector U With Positive First Coordinate That Is Parallel To Both Planes. Consider planes 4x1y2z1 and 4x2z0.(A) Find the unique point P on the y-axis which is on both planes (B) Find a unit vector u with positive first coordinate that is parallel to both planes. (C) Use parts (A) and (B) to find a vector equation for the line of intersection of the two planesr(t)

(A) Find the unique point eqPeq on the eqyeq-axis which is on both planes. (B) Find a unit vector with positive first coordinate that is parallel to both planes. Im quite stumped on the following problem Consider the planes 4x 1y 1z 1 and 4x 1z 0. (A) Find the unique point P on the y-axis which is on both planes. Multivariable Calculus Are the planes 2x - 3y z 4 and x - y z 1 parallel If not find the equation of the line of intersection in parametric and symmetric form. The cross product is used

The x-axis and y-axis are simply just two intersections number lines. In the grid above we can plot points and graph lines or curves. Hopefully these little rhymes will help you to remember the correct directions for the x-axis and y-axis. begingroup When you set z 0 youre vectoruming the 3D line where the planes intersect cannot be parallel to the x-y plane. That seriously detracts from the generality of the approach. endgroup pbierre Aug 27 17 at 104 Consider the planes 5x4y2z1 and 5x2z0. A) find the unique point P on the y axis which is on bothplanes (_ _ _). B) Find the unit vector u with first positivecoordinates that is parallel to both planes __i __j __k C) Use the vectors form the previous parts to find a vectorequation for the 12.1 Overview 12.1.1 Coordinate axes and coordinate planes Let XOX YOY ZOZ be three mutually perpendicular lines that pvector through a point O such that X OX and YOY lies in the plane of the paper and line ZOZ is perpendicular to the plane of paper.