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Simplifying tx = vy Solving tx = vy Solving for variable 't'. Move all terms containing t to the left, all other terms to the right. Divide each side by 'x'. t = vx-1y Simplifying t = vx-1y
| -3a-23=7(a+1) | | 2a^2+10a+12=0 | | 6(H+4)=6H+4 | | (n-3)(n+7)=0 | | 15-6-4=x-3 | | 5(-5x+12)=-165 | | 1+5n+4=-15 | | -9(5x+12)=297 | | -8-5-x=-15x-17-6x | | -0.4+2=0.2+11 | | (n+3)(n-5)=90 | | 2(a-4)+15=12 | | -5b-2b=14 | | 9-x=-13 | | 12x=26 | | n^2-2n+75=0 | | -1+4k+k=-16 | | 4x^2-21x+31=2x+3 | | 7x-4=9x+8 | | (6-3)-(4-2)=3+d-5 | | 7x=15-2x | | 7x-6x=7 | | 3a^2-a-10=0 | | 6(8x-7)=-282 | | 4x+2-5=5 | | -7(2x+5)=-48-8x+7X | | 7x-8(0)=112 | | .5x-2=.333 | | (4m-3n)(-2p)= | | -7x+5x=4 | | 7(0)-8y=112 | | r-6r=5 |