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24*x-2 > 15/x
x^7*e^(x^3)
(2/25)*x-(3/5) = 7/5
(2*x^2-72)/(x-6) = 0
55 = (1/5)*(287-(10*e))
| (8z-12)+(5z+10)=180 | | 24x-215/x | | sn=180(n-2) | | h(3a)=2x^2+x | | 150=M(5)+50 | | 1.5a+2a= | | 4(3-2t)=4t | | 6d-c=0 | | [5-(6-7(2-6)+2)]+4=x | | [c^3/c^4]^7 | | 2/25x-3/5=7/5 | | 6(5x-3)=78 | | 2/25x=3/5=7/5 | | 4b+9=17 | | 6u+3=45 | | 3w+5=223 | | (2*x^2-72)/(x-6) | | 55=1/5(287-10e) | | Sin(2x-10)=cos(5x-40) | | t-4z/4 | | 3x+5-6=29-x | | 4/5r=20 | | Y=-44 | | -44=y | | 2400x+1=456 | | 4(-13-1)=48 | | 8x+17=7x+8 | | 42x=31 | | 2400+456=1x | | 11/12(x-5y-3z) | | 3x+3-3=66-3 | | 3y/4=5/3 |