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(k/4)*k = y
x^5+2*x^4+3*x+1;x^2+x+2
log(x+9)(x-9) = 2
log(4)(x)-(2*(log(4)(x))) = 2
7-((5*x^1)/3) = 10
| z^2+5z+7=0 | | -16x^2+8x-64=0 | | 5m+4n+2= | | 5=5x+1 | | A=2000(1+0.025)40 | | x+14x=40 | | 8x^2+8x+8y^2-24y=492 | | 7.5x+10=5x-2.5 | | k/4k=y | | 144x+120=16x+40 | | -3x-2=-5x-6 | | 28x^2-21x+9=0 | | G^2-64=0 | | 8+-5ln(x)=4 | | 2m^2+27m+70=0 | | -3m-36=10m-42 | | -0.6x^2+4.6x+3=0 | | 8k-13=5k+7k+9 | | r(x)=1000(1-(x/500))^2 | | 2x=-12+3- | | 2x=-12+4 | | 3k+6=12k-21 | | 3x+18=7x+14 | | (ab/5)^3 | | -20x-28=-6x-7x | | o^2=((r*sqrt(a*d))/v)*(((((c*R*p)/(B*b*r*sqrt(a*d)))-((c*R*w*q*t*v*a)/(B*r*sqrt(a*d))))^2)) | | 12x+6=21x-15 | | 14.75+a=75 | | -4(-1)(-5)(1)= | | 14.75+a=50 | | 14.75+a=60 | | 6x^3-21x^2-54x+189=0 |