Hi, really looking for some help on this. I have two equations that are linked and I am trying to create a new equation out of them to solve what the value of x will be given certain conditions
Equation One
C = Xez
Equation Two
R = Tpyi+N
where T=Xe therefore R=Xepyi+N
For the purpose of the two equations e=2 z=8 i=0.1875 p=20 y=0.5 N=10 with e z i and n being constants
If you assume that X=1.5 then C=1.5*2*8=24 and for the other equations R=1.5*2*20*0.5*0.1875+10=15.625
From the above when X=1.5 then C=24 and R=15.625 and taking it further when X=1.3 then C=20.8 and R=14.875 and when X=0.3 then C=4.8 and R=11.125
Now what I am looking for is an equation that gives the value of X if C=R, with p and y being variable. In theory higher values of p and y will create a large value for X
I have tried to work this out but without much success.
Equation One
C = Xez
Equation Two
R = Tpyi+N
where T=Xe therefore R=Xepyi+N
For the purpose of the two equations e=2 z=8 i=0.1875 p=20 y=0.5 N=10 with e z i and n being constants
If you assume that X=1.5 then C=1.5*2*8=24 and for the other equations R=1.5*2*20*0.5*0.1875+10=15.625
From the above when X=1.5 then C=24 and R=15.625 and taking it further when X=1.3 then C=20.8 and R=14.875 and when X=0.3 then C=4.8 and R=11.125
Now what I am looking for is an equation that gives the value of X if C=R, with p and y being variable. In theory higher values of p and y will create a large value for X
I have tried to work this out but without much success.
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