5x + y = 8 → x = [tex]\frac{8-y}{5}[/tex]
x + 3y = 10
______________________-
[tex]\frac{8-y}{5}[/tex] + 3y = 10
[tex]\frac{8-y}{5}[/tex] = 10 - 3y
8 - y = (10 - 3y) · 5
8 - y = 50 - 15y
8 - 50 = 15y + y
-42 = 16y
[tex]\frac{-42}{16}[/tex] = y
-2,625 = y
______________
5x + (-2,625) = 8
5x - 2,625 = 8
5x = 8 + 2,625
5x = 10,625
x = [tex]\frac{10,625}{5}[/tex] = 2,125
________________
Comprobación:
5 · (2,125) + (-2,625) = 8
10,625 + (-2,625) = 8
10,625 - 2,625 = 8
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5x + y = 8 → x = [tex]\frac{8-y}{5}[/tex]
x + 3y = 10
______________________-
[tex]\frac{8-y}{5}[/tex] + 3y = 10
[tex]\frac{8-y}{5}[/tex] = 10 - 3y
8 - y = (10 - 3y) · 5
8 - y = 50 - 15y
8 - 50 = 15y + y
-42 = 16y
[tex]\frac{-42}{16}[/tex] = y
-2,625 = y
______________
5x + (-2,625) = 8
5x - 2,625 = 8
5x = 8 + 2,625
5x = 10,625
x = [tex]\frac{10,625}{5}[/tex] = 2,125
________________
Comprobación:
5 · (2,125) + (-2,625) = 8
10,625 + (-2,625) = 8
10,625 - 2,625 = 8