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tan(sin(x))
((3.14*4*x)/t)*t = 0
6183;55
1;4;4;5;2;3
2;3;1;2;1;3
| (2x+5)*(2x+5)-(2x+1)*(2x+1)=48 | | -45y+22=22-9(5y) | | 3v^2-5v=22 | | A-2(a+3)=5 | | 4(10x+75)=780 | | a*4+7=12 | | -2=y+9 | | 4t=-4t-32 | | 15x-12(x-10)=141 | | 80-5y=60 | | 3n^2-30=-n | | 15x-12(10-x)=141 | | 5(3n+4)+2(5-2n)=7 | | 30+2k=100 | | 9+u=4 | | 80-8y=56 | | 2D^4+3D^3+2D^2+6D^2-4=0 | | 5n=32+n | | w-2=-9 | | 0.12x+7=19 | | (2/3x=10)/2=-6x | | 18x-6=2(6x-3)+6x | | 4(2a+3)+3(a-3)=5 | | 2x+6-x=0.33(3x+18) | | 20w^5= | | (2x+5)2-(2x+1)2=48 | | 4p^2-p=18 | | 5f-5=-5+5f | | 45÷(-1/5) | | 1=y/4-15 | | -3/x=2/4=-2 | | 3(30-x)=3(x-10) |