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x^7*ln(x)
14/(x^3)
9;8;1;4
1;2;5;8
(2/3)*k = 28.49
| -6(n+2)+16=-2n-8 | | x(3x-2)(x+2)= | | 4(x+3)=2(3x-1) | | 0.4x^4-0.9x= | | 1.5x+4.3=0.8x+0.17 | | 2x-8+8=38 | | s^2+8s-125=0 | | .05=(x/12)^22.8 | | (3x-9)(4x-2)= | | -7=13+5x | | 11x-38=138 | | 7y=3x-5 | | 0=-4.9x^2+4.9x+5 | | 7(-2g+4)= | | 2x-1+38=1 | | f(x)=x^7*ln(x) | | abs(3x-6)+9=12 | | 5+3tan(x)=14 | | logx=21.8 | | sin(x+10)=cos(40+x) | | 8+13cos(x)=4 | | 2x-9+10=23 | | 3y-6(-4+2y)= | | 4tan(4x)+4=0 | | 31-7d=10 | | 2/3k=28.49 | | 8x^8-48x^6= | | 7x-7+36=1 | | (3x-4)-(5x-7)= | | -2x-10=65 | | 6b^2+2b=0 | | 2x^2=13+7 |