If axb + c = axc + b then a(b-c) = b-c, so either a = 1 or b-c = 0. Since neither of these conditions is true in the above problem axb + c is not equal to axc + b.
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a=8547397b=72357452c=52986123
verify and solve that- axb+c is not equal to axc+b
Solution:a=52986123,
8547397b=52986123,b=6.199094648.......
72357452c=52986123,c=0.732282875......
axb+c=52986123x6.199094648......+0.732282875......=328465997.7
axc+b=52986123x0.732282875......+6.199094648......=38800836.7
Therefore,axb+c is not equal to axc+b.
a=8547397b=72357452c=52986123
verify and solve that- axb+c is not equal to axc+b