26. Which of the following planes are identical, which are parallel to each other, and which are perpendicular? a. x + 2y- 3z = 2 c. -2x - 4y + 6z+ 4 =0 b. 15x9y+z=2 d. 5x - 3y +z -1=0

Q: Find the point, P, at which the line intersects the plane. x= - 3+ 10t, y = 9- 9t, z= 9- 7t; - 10x +…

A: The objective is to find the point of P, at which the line intersects the plane.

Q: (b) Describe the relationship between each pair of planes, and determine any intersection (iii)…

A:

Q: Find an equation for the intersection of the planes defined by the equations: A. -x+2y-2=4 B.…

A: Given the equations as follows, -x+2y-z=43x+y+z=2

Q: The planes x - 2y + 32 - 3 =0 and 3x + y - z + 5 =0 are perpendicular. Select one: True False

A:

Q: For each pair, determine if the planes are parallel, orthogonal, or neither. Explain your answer.…

A: The normal vector of a plane is a vector that is perpendicular to the plane. It can be found by…

Q: order for the parallelogram to be a rhombus x= 3x+11 x+23

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Q: What are the projections of the point (−2, 3, 4) on the xy-, xz-, and yz-planes? Draw a picture and…

A: Given, the point (-2, 3, 4), we have to find the projections of this point on the xy-, yz-, and…

Q: Find the equation of the plane parallel to the intersecting lines (1,2-3t, -3-t) and (1+2t, 2+2t,…

A: To find: We have to find the equation of the plane parallel to the intersecting lines 1, 2-3t, -3-t…