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8(x+1=2(2x+3
We move all terms to the left:
8(x+1-(2(2x+3)=0
| 4a–50=10–a | | –4s–7s=–44 | | 6(1+u)=72 | | 25/24=n/2 | | -2(g-5)=-90 | | 3y=1/5 | | 6x+3(x-1)=1 | | 4x/32/3=-6 | | 20+4a=5–a | | 15y+20=-4+12y | | 4s+16=0 | | g+1.17/2=2.88 | | 8a+22=10a+6 | | .34-2v=-7.66 | | X^2+4x-130=0 | | -t=9-(t-10) | | 7(8x-7)=-329 | | 3x-30+90=x | | 7+9d=+3 | | 2/x^2-4/3=3 | | X^2+4x-21=119 | | (8j+9)^2=36 | | -0.67x^2+0.5x+1.375=0 | | 45+1k=k | | 2(y+4)=3(y–2) | | -7x+5-3x=17-8x | | 3.6/n=3.9/15 | | -18=(r-4)(r+5) | | 4c-11=3.2 | | (2x+1)(x–4)–5=0 | | 6+l÷3=5 | | 2.2(t+2)=8.8 |