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Simplifying y = lnsqrt(1 + 2x) y = (1 * lnqrst + 2x * lnqrst) y = (1lnqrst + 2lnqrstx) Solving y = 1lnqrst + 2lnqrstx Solving for variable 'y'. Move all terms containing y to the left, all other terms to the right. Simplifying y = 1lnqrst + 2lnqrstx
| (6x+6)-(-3x+8)= | | y=224-7x | | 6x=954 | | 3x^2+6ix-3=0 | | 3x(7-x)=x+11 | | x^2+0.840x-0.1764=0 | | 24/n=61/10 | | 4x=756 | | x/-2/5 | | 5=75/x | | 10-(2x+5)=12-4x | | B+8=-47 | | R=(5+b)m | | -2x-6=x-6 | | 3p-1=8p+28 | | -6x-1=y | | -x^2=-3x-10 | | C^6-25c^4=0 | | -118=15-3(6t+5) | | x^2+1.80x-0.171=0 | | X^2+21x=46 | | z-81.6=(-81.6) | | 86-x=189 | | 8+85+x+105=180 | | X+85=x+105 | | 14+0.57= | | 9r-5r+5=8r+5-r | | 4(-2)+2b=10 | | 0.65(13-x)=8.36 | | t^2+30t-200=0 | | 6(x+5)=16x-6 | | -3a+9=48 |