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Simplifying 1(x) = 1(2y + 6) Reorder the terms: 1x = 1(6 + 2y) 1x = (6 * 1 + 2y * 1) 1x = (6 + 2y) Solving 1x = 6 + 2y Solving for variable 'x'. Move all terms containing x to the left, all other terms to the right. Divide each side by '1'. x = 6 + 2y Simplifying x = 6 + 2y
| 4j+12=6j-7 | | x+2+4x=-8x-7 | | 6n^2-2n-3+5n^2-9n-6= | | -3/4x4/1 | | y=11-6x | | 3z+45=3(5z+3) | | 100=2.50+2.0m | | -14+9=rt-4n | | 3x+8+6x-22=180 | | 3x=-14+4 | | 2(n+3)=5n-5 | | x-5+x-1=6(x-6)-6(5+4x) | | .25*3.7= | | 4340=31(x)(x+4) | | 8k-2k-7= | | -7-(3z+3)=-4(-z+3)+6 | | 7u/8=u/16 | | 0=p+6p | | 3x+12=6(x+2)-3x | | -16t^2+44t-24= | | 27.85=5g+3.55 | | s+3.5s+10=46 | | (3x+8)(6x-22)=180 | | 4A+47=9 | | x/22=67 | | 81x^4-625y^4= | | 28.85=5g+3.55 | | 7/2v+1/3=-7/2v-1/6 | | 2x-(4x+8)=5-2x | | 3(x-9)+12=6 | | 68=0.2(20x+50)+2 | | 27.85=5g |