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x^5-(x^2-4)^5
9-((5/7)*x) > 4
tan(x^2-(5*x))
(-1/2)*x = (1/3)*x-14
(10/3)*x = 7
| 20f=20f | | 1x-1y+2z=5 | | 38=5x+23 | | logy=9t-4 | | B-150=-2 | | 0x-3y=15 | | 9-5/7x4 | | 4(2)+3Z(2)+6= | | 3x+3(x+3)=3 | | 2s+s=78 | | 100+a=5 | | 20h-2(1.5)=117 | | (8x-4)(7x+8)=0 | | 2x+8=9x+13 | | 2-6(x-7)=14 | | Y-26=51 | | x^3+7x^2+8x+3=0 | | 5-6(n+6)=5 | | 5-4y-1+y=-23 | | 11x+7y=152 | | -2(x-3)+x-5= | | Y+26=51 | | -1/2x=1/3x-14 | | 4w+3-5w=7 | | (-25x)=5 | | f(x)=0.2x+3.8 | | -8(8n-1)-5(N-7)=-26 | | 5x-15=x+84 | | 5y+8-3y=26 | | 10/3x=7 | | 8x-1=26-X | | -2/3h=6 |