Question

simultaneous method

Answer 1

i have FOUR equation
1=C1+C2
1=C2+C4
3e=2C3+C4e
e=C4e

Answer 2

Maybe we could manipulate those equations a bit.

1=C1+C2
1=C2+C4

Therefore,
C1 + C2 = C2 + C4
and so
C1 = C4

Answer 3

I guess you also have to solve for e?

Answer 4

That reduces the equations to 3

1=C1+C2
3e=2C3+C1e
e=C1e

Answer 5

no for constants

Answer 6

You mean you have to solve for C1 C2 and C3

Answer 7

yes

Answer 8

according to the equation e=C1*e
That means C1 must equal 1 right?

Answer 9

c4 =1

Answer 10

and since C1 = C4 then?

Answer 11

CI , C2, C3

Answer 12

If C1 = 1 then from this equation
1=C1+C2
C2 would equal zero

Answer 13

C1=0

Answer 14

C2=0

Answer 15

No C1 = 1

Answer 16

C3=e

Answer 17

3e=2C3+C4e
2C3 = 4e
C3 = 2*e

Answer 18

None of this used the traditional methods for solving simultaneous equations.