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Simplifying y = ln(ax2 + b) y = (ax2 * ln + b * ln) y = (alnx2 + bln) Solving y = alnx2 + bln Solving for variable 'y'. Move all terms containing y to the left, all other terms to the right. Simplifying y = alnx2 + bln
| 1(4x)=3x+7 | | X^8+36=0 | | 11=3+a | | s=6 | | 4(x+1)=x+2x-5 | | x+3(2)=11+x | | 3(2x-4)=3+9 | | T(20-2t)+t=6 | | c(-4)=4x^2+-3 | | 3(x-2)+5x=3(6x-2) | | 2(-2)+3(-3)+5= | | 14=8+n | | g(6b)=4x-7 | | 5x+4=-7+3x+17 | | 108-76=32 | | 5+2x+33=x+30+26+x | | (4p-1)=2 | | 4h+3h=28 | | c(-1)=4x^2+-3 | | 11-4a=3 | | -5=2x+9 | | 89-3k=3+2 | | 15.25=1.25p+9 | | 3f-4-5f= | | F=.2rW | | 15.25=1.25p | | 4x+13=-6x-7 | | 5x+20=4x+20-7x | | -4x+7=-3x+3 | | F(X)=2x^2-20x+11 | | 3c-4bc+(-76)+3[2bc-(-b)]= | | 5.3n-3=0.6+4.3n |