Rozwiąż układ równań
a) metodą podstawiania
b) metodą przeciwnych współczynników
{6x-7y=40
{-2x+5y=15
b) {6x-7y=40
{-2x+5y=15/ *3
6x-7y=40
-6x+15y=45
8y=85/:8
y=10.625
6x-7*10,625=40
6x-74.375=40
6x=114.375/:6
x=19.0625
a) {6x-7y=40
-2x=15-5y/:-2
x=-7.5+2.5y
6*(-7.5+2.5y)-7y=40
-45+15y-7y=40
y=10 i 5/8
x=-7.5+2.5*10 i 5/8
x=-7.5+26.5635
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b) {6x-7y=40
{-2x+5y=15/ *3
6x-7y=40
-6x+15y=45
8y=85/:8
y=10.625
6x-7y=40
6x-7*10,625=40
6x-74.375=40
6x=114.375/:6
x=19.0625
a) {6x-7y=40
{-2x+5y=15
6x-7y=40
-2x=15-5y/:-2
6x-7y=40
x=-7.5+2.5y
6*(-7.5+2.5y)-7y=40
x=-7.5+2.5y
-45+15y-7y=40
x=-7.5+2.5y
8y=85/:8
x=-7.5+2.5y
y=10 i 5/8
x=-7.5+2.5*10 i 5/8
y=10 i 5/8
x=-7.5+26.5635
y=10 i 5/8
x=19.0625