Notam primul numar cu x, iar pe cel de-al doilea cu y.
Stim ca:
x+y=100 si y-25=(1/4)*x
y-25=(1/4)*x
4*(y-25)=1*x
x=4*y-100
Inlocuind x=4*y-100 in ecuatia x+y=100, obtinem:
(4*y-100)+y=100
5*y-100 = 100
5*y=200
y=40
Stiind ca x=4*y-100 si y=40, obtinem ca x=4*40-100=160-100=60.
In concluzie, x=60 si y=40.