2020-07-16 06:10:52 +0100 received badge ● Nice Question (source) 2020-07-16 06:10:50 +0100 received badge ● Popular Question (source) 2018-12-27 22:24:35 +0100 received badge ● Student (source) 2018-12-27 15:31:11 +0100 asked a question No Output Given : [] Hi all and thank you in advance for helping me. It shouldn't be a bad issue but when I try to find the solution to the following system of linear equations sage can't give me any solution, and gives the output "[ ]". The problem is that I have checked several times if I made something wrong on the formal aspect, but I don't find anything wrong (indeed sage doesn't tell me there is an error). I've set the system this way : b, v, k, B, V, W, c, x, y, E, Q, H, S, P = var('b, v, k, B, V, W, c, x, y, E, Q, H, S, P') eq1 = c*(S+P)==(1-(y-x))(S)+(y-x)(S+P*B) eq2 = c*(S+P)+(1-c)*((2*S+P)((V-c)/(1-c)))==(1-(y-x))((2*S+P)(x/(1-(y-x))))+(y-x)(S+P*W) eq3 = (2*S+P)*(x/(1-(y-x)))==S eq4 = (S+P)*k==S+P*E eq5 = (S+P)k+(1-k)((2*S+P)*((Q-k)/(1-k)))==S+P*H eq6 = (2*S+P)*((b)/(1-(v-b)))==S solve([eq1,eq2,eq3,eq4,eq5,eq6],b,v,k,c,x,y) Output : []  I see that not all the operators will be visible, but anyway I've put them all, so that's not the problem. Do you have any idea about it? Thank you very much :) 2018-12-27 15:31:11 +0100 asked a question No Output Given : [] Hi all and thank you in advance for helping me. It shouldn't be a bad issue but when I try to find the solution to the following system of linear equations sage can't give me any solution, and gives the output "[ ]". The problem is that I have checked several times if I made something wrong on the formal aspect, but I don't find anything wrong (indeed sage doesn't tell me there is an error). I've set the system this way : b, v, k, B, V, W, c, x, y, E, Q, H, S, P = var('b, v, k, B, V, W, c, x, y, E, Q, H, S, P') eq1 = c(S+P)==(1-(y-x))(S)+(y-x)(S+PB) eq2 = c(S+P)+(1-c)((2S+P)((V-c)/(1-c)))==(1-(y-x))((2S+P)(x/(1-(y-x))))+(y-x)(S+P*W) eq3 = (2S+P)(x/(1-(y-x)))==S eq4 = (S+P)k==S+PE eq5 = (S+P)k+(1-k)((2S+P)((Q-k)/(1-k)))==S+P*H eq6 = (2S+P)((b)/(1-(v-b)))==S solve([eq1,eq2,eq3,eq4,eq5,eq6],b,v,k,c,x,y) Output : [] Do you have any idea about it? Thank you very much :)