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Simplifying -0.5q = -8 Solving -0.5q = -8 Solving for variable 'q'. Move all terms containing q to the left, all other terms to the right. Divide each side by '-0.5'. q = 16 Simplifying q = 16
| 7Log(3x)+3Log(5x)=25 | | 2lne= | | X+20+5+x+40=180 | | 7(8x^2-5)-[6(4x^2-5)+6]= | | 8[4-(5x-1)]=120x+56 | | 6m+6r=z | | .75=ln(y) | | 18x^2+5-[5(x^2-3)+8]= | | 0.08(y-1)+0.02y=0.18y-0.01(30) | | 8+2n=10-(5n) | | 0.3x^2-x+0.6=0 | | x^4-6x^3+12x^2-6x-5=0 | | -3(-8x-2)+2(3+x)=7-3x+1 | | 0.08(y-1)+0.02=0.18y-0.01(30) | | 7*L(3x)+3*L(5x)=15 | | 7-2[5-(6y-5)]= | | 6(3n+1)=6(8n+2)+7 | | 3-4[4-(4y-4)]= | | 120/b=1.5/n | | -2u+7(u-6)=-27 | | 2+7=19 | | 0=-x^3-2x^2+15x | | 120/b=24/60 | | 8+2n=10-(5*n) | | -5/6-1/5 | | 4(6y-5)+3y= | | 5m-2(m+4)=3(m+2)-5 | | 24+x=15 | | -7(2x+6)= | | 2x-20+x+5+120= | | 3/25*1500 | | y^2+y-12210=0 |