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sin(1/(x^2)+pi/12)
sin(1/(x^2))
368;4
139;10
0;0;2;1;0;0
| (t)(t)+10t=-22 | | (-20)(0.8)+(x)(0.2)=0 | | -4-8(p-8)=4(p-3) | | 3z+14=50 | | 3x(8+9)-12= | | 10p-15=60 | | 2+6x+13=0 | | -4(x-2)=-7(x-1) | | -t=9(1-10) | | 2(3/4)= | | 100x+z=27y | | a^4b^6c^3= | | 3x=960 | | (5x+3)+(x+3)=90 | | 5/6x-17=-2 | | (x^3-x+7)+(9x^3+6)= | | x+51+x+26=65 | | 3z=13 | | 6x-20=76 | | 6m-9=14 | | 5y-33=57 | | 7+x(-2)+11= | | 2y-10=-3y+40 | | 4r-3-2=-33 | | 3.14*10*10= | | 3(80-9x)=x-6 | | y=0.28x+8 | | 4=y+6 | | (5x)+3x=1 | | 15x-6y=10 | | 3/5(2x-1)-3/4(x-2)=-2 | | 5a-2b=-29 |