Rozwiąż nierówność:
a) 3x+1 + 3x ≤ 4/9
b) (2/3)x + (2/3)x−3 ≤ 35/29
a) 3x+1+3x≤4/9
6x+1≤4/9 /*9
54x+9≤4
54x≤-5 /:54
x ≤ -5/54
b) (2/3)x+(2/3)x-3≤35/29
(4/3)x≤35/29+3 /*3
4x≤105/29+261/29
4x≤366/29 /:4
x≤183/58
a) 3x+1+3x ≤ 4/9
6x+1 ≤4/9
6x ≤4/9-1
6x ≤ -5/9 /6
x ≤ -5/9 *1/6
x ≤ - 5/54
b) (2/3)x+(2/3)x-3 ≤ 35/29
(4/3)x-3 ≤ 35/29
(4/3)x ≤35/29+3
(4/3)x ≤ 35/29+87/29
(4/3)x ≤ 122/29 /(4/3)
x ≤122/29*3/4
x ≤ 366/116
x ≤ 183/58
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a) 3x+1+3x≤4/9
6x+1≤4/9 /*9
54x+9≤4
54x≤-5 /:54
x ≤ -5/54
b) (2/3)x+(2/3)x-3≤35/29
(4/3)x≤35/29+3 /*3
4x≤105/29+261/29
4x≤366/29 /:4
x≤183/58
a) 3x+1+3x ≤ 4/9
6x+1 ≤4/9
6x ≤4/9-1
6x ≤ -5/9 /6
x ≤ -5/9 *1/6
x ≤ - 5/54
b) (2/3)x+(2/3)x-3 ≤ 35/29
(4/3)x-3 ≤ 35/29
(4/3)x ≤35/29+3
(4/3)x ≤ 35/29+87/29
(4/3)x ≤ 122/29 /(4/3)
x ≤122/29*3/4
x ≤ 366/116
x ≤ 183/58