X-axis sentence example

x-axis
  • The value for the x axis is always given first.
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  • Consider the two faces perpendicular to the x-axis.
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  • The self rotation function indicates a six fold rotation axis parallel with the x-axis.
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  • For clarity, the different plots are displayed on vertically displaced graphs which share the same X axis.
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  • If a zero fare is charged, consumers will demand bus journeys up to the point where the demand curve cuts the x-axis.
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  • The points where the graph crosses the x-axis are the solutions.
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  • The script creates an x-axis if not present in the FITS lightcurve or XRONOS output.
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  • The second point is where you want the positive x-axis to be positioned.
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  • The exported text file contains one column for the x-axis values, with subsequent columns containing intensity data for each selected profile.
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  • Sometimes the data from the amortization chart is also plotted on a line graph with the x axis representing time and the y axis representing the dollar amount.
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  • If there is an x-axis data component this will be used to give the x-axis.
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  • It has now been placed on the x and y axes, with the angle q measured from the horizontal x-axis.
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  • Make sure that the image is offset from the top x-axis by about 40cm but flush to the y-axis.
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  • If there is an x-axis data component this will be used to give the x-axis data component this will be used to give the x-axis.
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  • The line graph on the left is a plot of values along along the x axis.
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  • The script creates an X-axis if not present in the FITS lightcurve or XRONOS output.
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  • Graph New... Create a new graph (give it a name, and define the x-axis and data series).
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  • Knowing the maximum or minimum values and where the graph hits the x-axis (solving the quadratic).
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  • The second point is where you want the positive X-axis to be positioned.
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  • The asterisk denotes that instruction requires a set of x-axis data.
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  • Usually the x-axis points are equispaced, defining the domain of the function to be displayed.
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  • Graph New... Create a new graph (give it a name, and define the x-axis and data series ).
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  • Knowing the maximum or minimum values and where the graph hits the x-axis (solving the quadratic ).
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  • The y-axis points will usually be some function of the x-axis array, say a sinusoidal function.
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  • Hence, multiplying these normal forces by the areas of the corresponding faces, we have the total flux parallel to the x-axis given by - (d 2 V/dx 2)dxdydz, and similar expressions for the other sides.
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