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Simplifying (u + 1) * 7 = 35 Reorder the terms: (1 + u) * 7 = 35 Reorder the terms for easier multiplication: 7(1 + u) = 35 (1 * 7 + u * 7) = 35 (7 + 7u) = 35 Solving 7 + 7u = 35 Solving for variable 'u'. Move all terms containing u to the left, all other terms to the right. Add '-7' to each side of the equation. 7 + -7 + 7u = 35 + -7 Combine like terms: 7 + -7 = 0 0 + 7u = 35 + -7 7u = 35 + -7 Combine like terms: 35 + -7 = 28 7u = 28 Divide each side by '7'. u = 4 Simplifying u = 4
| (q-7)*3=12 | | (q-4)*2=20 | | 3x+14=-16-3x | | (e+2)*3=21 | | 70-2x=6-10x | | -k+2k=-12-k | | (e+4)*6=30 | | 4+25x=15x+6 | | x*10+22=x*2+238 | | x*3+131=x*11-5 | | 3x+x+4=10 | | (x^2)(y^2)= | | 5-5n=1-7n | | 8+3-7x-4=-8x+1 | | 7+35x=20x+16 | | 4+25x=15x+16 | | (x^2)(3x^2)= | | -16+2x=-24+9x | | 9b=26+4b | | 3=33x | | 30-2x=10-7x | | 3x+9=-39-5x | | 5+6x=-5+x | | x-2-4x=3+2x | | 2x-4=-9x-25# | | 25x^3+30x+9= | | 10+6x=2(4x-1)+4x | | 6-2k=2-4k | | 3x-x+4=10 | | (-9y^2+7y+7)+(6y^2-5y-9)= | | -1+4x=-4+37x | | sqrt(u-7)=6 |