Rozwiąż układy równań metodą podstawiania
a)
{3x+2y=13
{2x+y=11
b)
{5x+3y=0
{-x-2y=7
c)
{3u+2v=2
{5u+4v=6
d)
{3s=5t=-6
{1,5s-2t=-3
e)
{5=3x-y
{5x-2y=7
f)
{x-3y=5
{y+3x=-5
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{3x+2y=13
{2x+y=11
3x + 2 y=13
y=11-2x
3x+2 *(11-2x)=13
y=11-2x
3x+22- 4x=13
y=11-2x
-x=-9
y=11-2x
x=9
y=11-2*9
x=9
y=-7
b)
{5x+3y=0
{-x-2y=7
5x+3y=0
x+2y=-7
5x+3y=0
x=7-2y
5*(7-2y)+3y=0
x=7-2y
35-10y+3y=0
x=7-2y
-7y=-35
x=7-2y
y=5
x=-3
c)
{3u+2v=2
{5u+4v=6
2v=2-3u
5u+2*(2-3u)=6
2v=2-3u
5u+4-6u=6
2v=2-3u
u=-2
2v=2-3*-2
u=-2
v=4
u=-2
d)
{3s+5t=-6
{1,5s-2t=-3
3s+5t=-6
15s-20t=-30
3s+5t=-6
3s-4t=-6
równanie sprzeczne
e)
{5=3x-y
{5x-2y=7
y=-5+3x
5x-2*(-5+3x)=7
y=-5+3x
5x+10-6x=7
y=-5+3x
x=3
y=4
x=3
f)
{x-3y=5
{y+3x=-5
x=5+3y
y+3*(5+3y)=-5
x=5+3y
y+15+9y=-5
x=5+3y
y=-2
x=-1
y=-2