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Feb
5
revised Find one solution for system of inequalities (if exits)
deleted 194 characters in body
Feb
5
comment Hard inequality with conditions
Then you can construct a counterexample easily, following the above argument. (such as in the case $b_2/g_2=r_2>1$ and $b_3/g_3=r_3<1$)
Feb
5
comment Find one solution for system of inequalities (if exits)
Thank you, I corrected the note.
Feb
5
revised Find one solution for system of inequalities (if exits)
deleted 160 characters in body
Feb
4
revised Find one solution for system of inequalities (if exits)
added 154 characters in body
Feb
4
answered comparing the two values
Feb
4
answered Hard inequality with conditions
Feb
4
comment Find one solution for system of inequalities (if exits)
$A(1)=0.020302010304655=20302010304655/10^{15}$ and not equal to $326/160723$ etc. I don't see why you want to convert a finite decimal to a different rational number (circulating decimal).
Feb
4
comment Find one solution for system of inequalities (if exits)
Really? Even though $0.112843485160579$ was changed to $0.112843485160578$? You might need to refresh the page.
Feb
4
comment Find one solution for system of inequalities (if exits)
Thank you, I changed $A(8)$ to satisfy $A(1)+\cdots+A(8)=1$ and updated the results accordingly.
Feb
4
revised Find one solution for system of inequalities (if exits)
edited body
Feb
4
comment Find one solution for system of inequalities (if exits)
@user64494 I'll check, but I think that can be dealt with without affecting inequality signs.
Feb
4
answered Find one solution for system of inequalities (if exits)
Feb
4
revised How to prove/dispute the following log inequality?
added 14 characters in body
Jan
29
revised Diffusion of a chemical species inside a Y-shaped tube
edited tags
Jan
29
revised How to prove/dispute the following log inequality?
added 47 characters in body
Jan
29
answered How to prove/dispute the following log inequality?
Jan
28
awarded  Curious
Jan
27
revised Diffusion of a chemical species inside a Y-shaped tube
edited tags
Jan
27
revised Diffusion of a chemical species inside a Y-shaped tube
added 367 characters in body