- #1
randombill
- 81
- 0
Hello,
I need help with solving the following simultaneous equation. I tried using matrix solution using Gaussian elimination but it became too difficult early on.
Known constants are a,A,b, and B.
Known variables are x and y.
Unknown variables are m and n.
(a[itex]\times[/itex]x)[itex]/[/itex](A - x) + (b[itex]\times[/itex]y)[itex]/[/itex](B - y) =
(a[itex]\times[/itex]m)[itex]/[/itex](A - m) + (b[itex]\times[/itex]n)[itex]/[/itex](B - n)
I tried the matrix solution below. I set the known constants to 1 for the second row.
[(a[itex]\times[/itex]x)[itex]/[/itex](A - x) (b[itex]\times[/itex]y)[itex]/[/itex](B - y) = c1 ]
[(x)[itex]/[/itex](1 - x) (y)[itex]/[/itex](1 - y) = c2]
I need help with solving the following simultaneous equation. I tried using matrix solution using Gaussian elimination but it became too difficult early on.
Known constants are a,A,b, and B.
Known variables are x and y.
Unknown variables are m and n.
(a[itex]\times[/itex]x)[itex]/[/itex](A - x) + (b[itex]\times[/itex]y)[itex]/[/itex](B - y) =
(a[itex]\times[/itex]m)[itex]/[/itex](A - m) + (b[itex]\times[/itex]n)[itex]/[/itex](B - n)
I tried the matrix solution below. I set the known constants to 1 for the second row.
[(a[itex]\times[/itex]x)[itex]/[/itex](A - x) (b[itex]\times[/itex]y)[itex]/[/itex](B - y) = c1 ]
[(x)[itex]/[/itex](1 - x) (y)[itex]/[/itex](1 - y) = c2]