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Simplifying t = ud2 Solving t = d2u Solving for variable 't'. Move all terms containing t to the left, all other terms to the right. Simplifying t = d2u
| 14(x+10)+6=7x+(223) | | 3(3x-5)-2(4x-3)=5-10 | | 4x^2+23x-6= | | -6(3p+3)-40=4(2p+5) | | 5=5p-10 | | 4+7n=9n^2 | | 7-6n+4n=28-71 | | X=0.6x+386 | | 9-2a=5 | | 5x-(4x+8)=2x-29 | | 2x+2y=96 | | .22y-2.2=.12y+1-.7y | | 4n-12=-12+5n | | 4(c-2)+6=5+c-7 | | 5x-(3x-8)=26 | | .5x=6+.6x | | 30x^2-10=0 | | .5x=6+.06x | | 7u-6u=6+16 | | 6(x-3)(x-3)=36 | | (-3t^2+4t-7)+(6t^2+t+2)=0 | | 4p=5(8p+5) | | 3x+41=7x+5 | | 5-1/2(4x+6)=-3x-8 | | 6x^4-7x^2+5=0 | | -3w-19=-w-7 | | 2x-12=23+7x | | 9y-21=-42+6y | | 5+3x*7-y=4x*10y-9+7x+3y | | 14x-2x= | | 3.2q-1.6-5.1q=-2.9q-2.5 | | (y-7)-(y+4)=3y |