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Simplifying 3.35x = 2.75x + 35 Reorder the terms: 3.35x = 35 + 2.75x Solving 3.35x = 35 + 2.75x Solving for variable 'x'. Move all terms containing x to the left, all other terms to the right. Add '-2.75x' to each side of the equation. 3.35x + -2.75x = 35 + 2.75x + -2.75x Combine like terms: 3.35x + -2.75x = 0.6x 0.6x = 35 + 2.75x + -2.75x Combine like terms: 2.75x + -2.75x = 0.00 0.6x = 35 + 0.00 0.6x = 35 Divide each side by '0.6'. x = 58.33333333 Simplifying x = 58.33333333
| 10x-4+2x=-24 | | -x^2+2x+4= | | 5a+4b=10 | | 16=6x+x^2 | | 3(2n+1)=9 | | 0=y^2+5y-36 | | 84=x/6 | | 11=6+1.2(x-6) | | ((X^-1/2)(x^5/2))/(x^1/3) | | U=2(9n+35)+7(n+1) | | ((8b^5c^2)/(15c))x(3c/2b) | | -34+u=-16 | | 5=1.2(x-7) | | cot^2(x)=1 | | (9a^2b^(-3/2))^(1/2) | | 13/y/=3/8 | | 5*a+4*a=45 | | 8c1(1/2)^8 | | 8c2(1/2)^8 | | y-6=4(x+5) | | X+17X-17=37 | | 2.75x+35=2.25x+95 | | 2(x+2)2(2x+4)=43.2 | | 16(2-3x)3=-2 | | 1/5-40=160 | | G-11=-7 | | u=5(8n+35)+8(n+1) | | a=n^3+3 | | sin(x/2)=.2 | | an=n^3+3 | | 36(x/9-3/6)=4x-18 | | 3.25x=2.75x+35 |