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3(t-4+6=3(2t-5)
We move all terms to the left:
3(t-4+6-(3(2t-5))=0
| -9x-(-3x-2)=-(x+3) | | 6(3-x)+2(5x+4)=-2 | | 2x+4-3x=-x-12+8-4x | | -9x-(3x-2)=-(x-3) | | 2.8g=1.68 | | 2x(5x9)=(2x5)x(2x9) | | 4g+15=49 | | 22/z=121/16/5 | | 9.54=d2+ 6.4 | | (8=3a-4) | | –17=1+–3s | | 4.7x-7.1=30.5 | | 3/2x+7=4/3x+6 | | 4.2x-10.8=1.8 | | -27x-11=7x+23 | | f=21/57/63 | | ?x?=2000 | | 6b+1=2 | | 7x+20=4x-7 | | 2/5(a+3)=50 | | 2.5x-10.5=25 | | 4p-6(p-2)=24 | | 4x=42x8 | | 1+t-4t^2+t^3+t^4=0 | | 1÷x+2+1÷x3=7÷12 | | k2–41k=0 | | n2+36n=0 | | 4d=752 | | 49/x=10 | | 3(2k+3)=6-(3k-5) | | 10d=660 | | p+218=763 |