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Simplifying 161 = 7(5x + -2) Reorder the terms: 161 = 7(-2 + 5x) 161 = (-2 * 7 + 5x * 7) 161 = (-14 + 35x) Solving 161 = -14 + 35x Solving for variable 'x'. Move all terms containing x to the left, all other terms to the right. Add '-35x' to each side of the equation. 161 + -35x = -14 + 35x + -35x Combine like terms: 35x + -35x = 0 161 + -35x = -14 + 0 161 + -35x = -14 Add '-161' to each side of the equation. 161 + -161 + -35x = -14 + -161 Combine like terms: 161 + -161 = 0 0 + -35x = -14 + -161 -35x = -14 + -161 Combine like terms: -14 + -161 = -175 -35x = -175 Divide each side by '-35'. x = 5 Simplifying x = 5
| .13x=33.8 | | 5/7/5/8 | | 5b+7c= | | 12g-9g=11 | | 5e+7=2e | | 1=10logx | | 10x=0.27 | | 6.5x=60 | | 6.5x=42 | | 90=10logx | | E+7=30 | | 2x-3ax=-10a-18a^2 | | 4(2-b)=6(2b-1) | | 11p=-176 | | 3x^2+4=191 | | x^2=1.33 | | x-46=35 | | 15/3*1/5 | | 6(3x+2x)=30 | | 572.920(Q^1/3)=Q | | x^2-46=35 | | x*x=0.72 | | 2x(x-1)=4(3x-3) | | 572.920Q^1/3=Q | | 5x+16-8y= | | 71.0908q^(1/3)=8.0590q | | x=ln(y^2-9) | | 5a=7a+35 | | 2t+8=8t | | 2x+5x=52.5 | | 8ab+b= | | -8g(h-3g)= |