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178;3
579;14
(ln(x^(1/2))+x)/(x^2+1)
2;5;3;7;1;1
6;7;0;0;1;3
| 3(v+7)-8v=-9 | | 20m-11m=9 | | (3ab^2+4)+(12b^2+5)-(6b^2a-2b^2)= | | 1/4^x-1=4096 | | 2k+k=18 | | 12-9x+4=6x+60 | | (64-(4*X))/4 | | a+1=16-2a | | 17h-12h=10 | | 6x+2(x+4)=68 | | 9-7s=-6s | | yc+3=6d-2y | | -9=16n+1 | | (7a^2b+ba+8)+(15a^2b+3ab+7)= | | -9=19+1 | | 5+6y-(3y+3)+(5y+6)= | | -17=5m+b | | (ab^2+1)+(2ab^2+10)= | | -4x-20=64 | | -15.9b+16.4=-14.2-19.3b | | (3b^2+a^2)+2a^2= | | 3a+7b-4c= | | d-10=2d | | 9a^2-5a+3a^2-7a^3+4a-8= | | 32x2/4 | | 19v=-190 | | 5(k-3)+2(k-4)=15 | | 5x+7-4x-3=8 | | f(x)=8x^2-3x+14 | | 8x^3y-9xy^3+4x^3y-xy^3= | | 27-2x=2x+1 | | .005s^2+.007s-.031=0 |