How do you change the x axis to a y axis - Casio FX9750GII Graphic Calculator

https://www.google.com/search?q=j-axis+cybeat+model+acy-15+digital+watch+manual

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Oh my throw it away, too much you have tinkered with its not worth the headache

did you perform a scan axis calibration after changing all these parts? If not then you should do that before doing anything else.

From Microsoft:
http://office.microsoft.com/en-us/excel-help/change-axis-labels-in-a-chart-HA102809320.aspx

The xmin and xmax values are the left and right endpoints (respectively) for the x-axis. In window settings type - pi and + pi for your request. At fist type diamond button and then F2 to get window menu

The Paper-Axis or the Scan-Axis Motor moves the Carriage, but the input from
the Linear Encoder Sensor does not change.
You are going to need a tech to check out the plotter.

No need for a claculator to understand these concepts.
A linear function is a function of the form y=ax+b. It contains an independent variable,x, a dependent variable, y, and two constants, a and b,
The value of the constant a is the measure of the rate of change of the function, The value of the constant b is the ordinate (value along the y-axis) where the straight line cuts the y-axis. It is called the y-intercept, or the initial value.
If the value of b=0, the straight line passes through the origin O(0,0). The purists call this type of variation, a direct variation. If b is not equal to 0, it is called a partial variation or some other name.

If you have the graph drawn, b is read off the y-axis: You look at the graph and try to estimate the ordinate of the point where the line cuts (intersects) the y-axis.
To get the rate of change a, you select two points on the line. Let 1st point have coordinates (x1,y1) and the 2nd point have coordinates (x2,y2).
The rate of change is given by the ratio (y2-y1)/(x2-x1). You can also use a= (y1-y2)/(x1-x2). Respect the order in the two expression or you will get the negative value of the rate of change.

I am not quite sure how the major axis of your hyperbola is directed and i do not know if the lengths you give are measures of the major and minor axes or the measures of the semi-major and semi-minor axes. So I am giving you the equations and the graphs so that you can decide for yourself what is appropriate for your problem.

Major axis parallel to the X-axis
Equation and graph


Center is at x=1 and y=-2, semi-major axis length is a=6, and semi-minor axis length is b=12


Major axis is parallel to the y-axis
Equation


Center is at x=1 and y=-2, semi-major axis length is a=12, and semi-minor axis length is b=6.

I trust you can customize the equations to fit your need.

Thank you for the feedback and the result.

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