# vb.net generate qr code What are the biaxial planes in Cartesian xyz space in Visual Studio .NET Printing Code 39 Extended in Visual Studio .NET What are the biaxial planes in Cartesian xyz space

What are the biaxial planes in Cartesian xyz space
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The biaxial planes are the xy plane, the xz plane, and the yz plane Each plane is perpendicular to the other two, and all three intersect at the origin The biaxial planes are defined by pairs of axes as follows: The xy plane contains the axes for variables x and y The xz plane contains the axes for variables x and z The yz plane contains the axes for variables y and z
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Question 7-5
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In Cartesian xyz space, a point can always be denoted as an ordered triple in the form (x,y,z) What do the x, y, and z coordinates represent geometrically
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We can think of this situation in two different ways First, we can use the notion of a point s projection We get the projection of a point onto an axis by drawing a line from the point to the axis, and making sure that the line intersects that axis at a right angle That way, the coordinates and projection points are related as follows: The x coordinate represents the point s projection onto the x axis The y coordinate represents the point s projection onto the y axis The z coordinate represents the point s projection onto the z axis We can also think of the x, y, and z values for a particular point in terms of perpendicular displacements from the biaxial planes as follows: The x coordinate is the point s perpendicular displacement (positive, negative, or zero) from the yz plane The y coordinate is the point s perpendicular displacement (positive, negative, or zero) from the xz plane The z coordinate is the point s perpendicular displacement (positive, negative, or zero) from the xy plane
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What semantical distinction should we keep in mind when we talk about points in terms of ordered triples
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An ordered triple represents the coordinates of a point in three-space, not the geometric point itself Informally, the ordered triple is the name of the point We can talk about the ordered triple as if it were the actual point, as long as we re aware of the technical difference between the object and its name
Question 7-7
How can we find the distance of a point from the origin in Cartesian xyz space