Hi,
I have ,
RL,Rs,C,L,Q,wo=var('RL Rs C L Q wo')
then I say
eq1=wo==Q(CRLRs+L)/(CL*RL)
eq2=wo==sqrt((RL+Rs)/(CLRL))
solve([eq1,eq2,C,L)
I would like to solve the above system in terms of C and L. How do I do this?
1 | initial version |
Hi,
I have ,
RL,Rs,C,L,Q,wo=var('RL Rs C L Q wo')
then I say
eq1=wo==Q(CRLRs+L)/(CL*RL)
eq2=wo==sqrt((RL+Rs)/(CLRL))
solve([eq1,eq2,C,L)
I would like to solve the above system in terms of C and L. How do I do this?
2 | No.2 Revision |
Hi,
I have ,
RL,Rs,C,L,Q,wo=var('RL Rs C L Q wo')
then I say
eq1=wo==Q(CRLRs+L)/(CL*RL)
eq2=wo==sqrt((RL+Rs)/(CLRL))
solve([eq1,eq2,C,L)
I would like to solve the above system in terms of C and L. How do I do this?this? Please note I do have multiplication signs in the correct places but for some reason they do not display correctly in the final form! Each equation evaluates properly!
3 | No.3 Revision |
Hi,
I have ,have
RL,Rs,C,L,Q,wo=var('RL Rs C L Q then I say
eq1=wo==Q(CRLRs+L)/(CL*RL)
eq2=wo==sqrt((RL+Rs)/(CLRL))
solve([eq1,eq2,C,L)
eq1=wo==Q*(C*RL*Rs+L)/(C*L*RL)
eq2=wo==sqrt((RL+Rs)/(C*L*RL))
solve([eq1,eq2,C,L)
I would like to solve the above system in terms of C and L. How do I do this? Please note I do have multiplication signs in the correct places but for some reason they do not display correctly in the final form! Each equation evaluates properly!this?