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X Coordinate

X axis

That is the x axis.

X position of main window

The X position of the main window.

X position of assistant window

The X position of the assistant window.

That's my x axis.

That is my x axis.

And maybe in the x direction they're constant, regardless of your level of x, the magnitude stays.

This is our x axis.

Next, remove the two X axis shipping blocks holding the ram in place in the X axis direction

So that's going to be the x coordinate.

And if I were to draw the x axis, the x axis would kind of pop out of the middle right there.

So that is our y axis, and this is our x axis.

This fairly simple example, all of the vectors point in the x direction.

Economies of scale gave rise to this sigmoidal behavior.

That is the x axis, and that is the y axis.

Now we will check roll along the X axis

Our velocity vector as a function of time is going to be equal to the derivative of our x position as a function of time, or we could say the velocity in the x direction times the i unit vector, plus the velocity in the y direction times the j unit vector.

So that's going to be how it's changing in the x direction, and in the y direction we do something very similar.

Then we will check for roll along X axis travel

So you could almost view this as a traditional x and y.

You know, that would be the y axis there, and the x axis would pop out the middle.

This provides two values along the Y axis and along the X axis

And what a unit vector is, so the i hat vector goes in the positive x direction.

So, the magnitude of the vector i hat is equal to one and its direction is in the positive x direction.

So I just did this section, if I rotated it about the x axis.

So the horizontal component of our velocity, I'll say x direction over the hypotenuse, over 90

Attach leveling tool T 2192 to the spindle housing with the precision level parallel to the X axis

Jog X axis to sweep the table over a distance of twenty inches (20 or 500mm)

I'll do that in orange. The 'i' unit vector has magnitude 1 and its pointed in the positive x direction.

The X axis Operator field now shows us the diameter that our jaw faces are set to

Jog X axis to the middle of travel and Y axis to full negative travel to provide clearance

This provides two values along the Y axis and two along the X axis

So the x intercept, the y intercept and now the z intercept.

Jog X axis from end to end, stopping in the middle, to check X axis roll

So the acceleration vector as a function of time is just going to be the second derivative of x with respect to t, or you'd say the acceleration in the x direction as a function as a function of time times i, plus the acceleration in the y direction.

So that's the i unit vector, it tells us that the x component is going in the positive x direction.

So if you want to figure out how far along the x axis we get displaced we just take this time times that just means our previous answer

Handle jogging B axis parallel to the X axis will serve us temporarily until the B axis to Y axis parallelism has been achieved

And as your y values get bigger and bigger, the magnitude in your x direction will get bigger and bigger, proportional to the square of the magnitude of the y direction.

With the machine now level front to back and side to side continue using the longer vial parallel to the X axis

I'm just assuming it is a velocity vector, vector v , its magnitude is 10 m s and its pointed in the direction 30 degrees above, above the horizontal.