Mathomatic version 15.8.2
Copyright (C) 1987-2012 George Gesslein II.
200 equation spaces available in memory,
1920 kilobytes per equation space.
ANSI color mode enabled; manage by typing "help color".
Anything done here is temporary, unless it is saved or redirected.
1-> K+K-G=S
#1: K + K - G = S
1-> 3*S=33
#2: 3*S = 33
2-> S-A=7
#3: S - A = 7
3-> K-3=A
#4: K - 3 = A
4-> simplify all
#1: (2*K) - G = S
#2: 3*S = 33
#3: S - A = 7
#4: K - 3 = A
4-> set debug 1
Success.
4-> repeat eliminate all
Solving equation #3 for (A) and substituting into the current equation...
level 1: S - A = 7
Subtracting "S" from both sides of the equation:
level 1: -1*A = 7 - S
Dividing both sides of the equation by "-1":
level 1: A = -1*(7 - S)
Solve completed:
level 1: A = -1*(7 - S)
Solving equation #1 for (K) and substituting into the current equation...
level 1: (2*K) - G = S
Adding "G" to both sides of the equation:
level 1: 2*K = S + G
Dividing both sides of the equation by "2":
level 1: K = 0.5*(S + G)
Solve completed:
level 1: K = 0.5*(S + G)
Solving equation #2 for (S) and substituting into the current equation...
level 1: 3*S = 33
Dividing both sides of the equation by "3":
level 1: S = 11
Solve completed:
level 1: S = 11
(11 + G)
#4: -------- - 3 = 4
2
4-> G
level 1: (0.5*(11 + G)) - 3 = 4
Adding "3" to both sides of the equation:
level 1: 0.5*(11 + G) = 7
Dividing both sides of the equation by "0.5":
level 1: 11 + G = 14
Subtracting "11" from both sides of the equation:
level 1: G = 3
Solve completed:
level 1: G = 3
#4: G = 3
4-> quit
ByeBye!! from Mathomatic.