Find suitable values of y and x in the equation

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The discussion focuses on solving the equation Po=(Kc*y/A*x)*Iin to find suitable values for y and x, given specific parameters including Kc, A, and the relationship x+y=100mm. The user has calculated the equation to 5000000=(2500*y/0.0005*x) but is unsure how to isolate x or y. Another participant suggests determining the slope from the attached graph to aid in the solution. The importance of considering the additional equation x+y=100mm is also emphasized. The conversation highlights the need for clarity in manipulating the equations to achieve the desired response 'A'.
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The I/P converter is designed to produce the response 'A' in the graph attached. The balance equation of the system is:

Po=(Kc*y/A*x)*IinKc=2500Newton Amps (NA)
x+y=100mm
z=75 mm
A=5cm^2

Determine suitable values of y and x to give the response 'A' in the graph attached.

pressure must be entered into the equation in pascal and current in amps and all dimensions in metres

The Attempt at a Solution



Po=(Kc*y/A*x)*Iin100000 pascals=(2500*y/0.0005meters^2*x)*0.02

100000/0.02 = (2500*y/0.0005*x)

5000000= (2500*y/0.0005*x)

It is at this point where i am stuck on how to continue and how to make x or y the subject of the equation.
 

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Why don't you try determining the slope from the graph, first.

What part of Po=(Kc*y/A*x)*Iin represents the slope?

Don't forget about your other equation, x+y=100mm
 
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