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5x^2+43=(x-1)(5x
We move all terms to the left:
5x^2+43-((x-1)(5x)=0
| x−0.1x+2.70=56.70 | | 4x2+6x+24=0 | | 4s+6+3=8s+5 | | 64738(33*84)+3839x=4363x-23738*2 | | 33/4/1.5=p | | -3(2m-5)=57 | | 4=u+13/9 | | 5x+13=2x+10 | | 43x−83=32x+74 | | 8(g-80)=64 | | 28-6x=3x+1 | | 4(3y-4)=68 | | 20+17u=-16+15u | | 7x-2x-5+11=16 | | 24+p=121 | | 4/5k=83 | | -4x-2=2x+22 | | p-2.41=7.32 | | 77=8d+5 | | 75=3u=15 | | 263827263x(47383949*2)+103948392=3738272928x-28291029*3 | | 1/5b-90=170 | | -2(5x+4)=-68 | | –4+6m=7m | | 5j=5j | | 2(4x-2)=8(×-7) | | 263827263x(47383949*28)+103948392=3738272928x-28291029*29 | | 2/x=5x-3 | | h=32−1/4 | | 2=n/5–2 | | 27383x(37382*298)+73237=93847x-84663*746 | | 80+p=149 |