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((5*x-5)^2)/3-3 = 13
35/40 = 7/n
3;5;4;7
7*sin(x)
(4)^(12)
| 4(19)+3=x | | -2-y=-4 | | (6x^2-2x+8)+(5x^2+6x-4)=0 | | (5x-5)^2/3-3=13 | | 2(x^2+10x+16)=0 | | -4z=10 | | 7(3-6x)=5 | | 35/40=7/n | | 4x-6y=13 | | 0=3x^2-52x+140 | | 0.134=log(x)-log(0.03754-x) | | 5(3x+2)=5 | | 6=-16t^2+160t | | y-10=-4(x+9) | | 10x+11= | | 2lnx+3lny=0 | | log(x)=34 | | Y+13.4=4.2 | | 10+11+x= | | 10+11+x=x | | (40-28)+(0+13)= | | 10+11=x | | 7g^2-3g+15=0 | | 0=3x^2-42x+110 | | -14+6b+7-4b=1+5b | | 4/7*4/7=a | | 20x+10x= | | ln(x)=34 | | 7(3-6x)=0 | | 5.6-x=4.2 | | 0=9x^2-12x | | xi*bi=xu*bu |