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Mi a megoldása a következő egyenletnek: 5x=05x=05x=0 (a)
2x−(7+4x)+2(x−3x)=112x-\left(7+4x\right)+2\left(x-3x\right)=112x−(7+4x)+2(x−3x)=11 (a)
7 – 2 (x + 1) – 3 (x – 2) = (4 – 3x) · 2 – 4 (a)
2−x=1−3x42-x=\frac{1-3x}{4}2−x=41−3x (a)
6−6x−45=2x+2−5x36-\frac{6x-4}{5}=2x+\frac{2-5x}{3}6−56x−4=2x+32−5x (a)
3x−211−x3=3x−57−5x−39\frac{3x-2}{11}-\frac{x}{3}=\frac{3x-5}{7}-\frac{5x-3}{9}113x−2−3x=73x−5−95x−3 (a)
Írd be melyik szám az alábbi egyenlet megoldása! (pl.8) x+52x+2x+64x=2\frac{x+5}{2x}+\frac{2x+6}{4x}=22xx+5+4x2x+6=2 (a)
x−3=5x-3=5x−3=5 x=?x=?x=? (a)
x+2=−3x+2=-3x+2=−3 x=?x=?x=? (a)
−2x=6-2x=6−2x=6 x=?x=?x=? (a)
3x+2=−43x+2=-43x+2=−4 x=?x=?x=? (a)
−4x−3=17-4x-3=17−4x−3=17 x=?x=?x=?
(a)
−2⋅(x+3)=8-2\cdot\left(x+3\right)=8−2⋅(x+3)=8 x=?x=?x=?
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