Explicación paso x + y = 50 → x = 50 - y
^1/4(x-y)=5
^1/4(x-y)=5 → 1/4(50-y-y) = 5 → 1/4(50 - 2y) = 5 → 50 - 2y = 20 → 50 - 20 = 2y →30 = 2y → y = 15
x = 50 - y → x = 50-15 → x = 35
R3$pu3$ta: Los números son 35 y 15 paso:
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Explicación paso x + y = 50 → x = 50 - y
^1/4(x-y)=5
^1/4(x-y)=5 → 1/4(50-y-y) = 5 → 1/4(50 - 2y) = 5 → 50 - 2y = 20 → 50 - 20 = 2y →30 = 2y → y = 15
x = 50 - y → x = 50-15 → x = 35
R3$pu3$ta: Los números son 35 y 15 paso: