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sin(((1/2)*pi*i*x)/l)
sin((pi*i*x)/(2*l))
2-(p/5) = 1/4
(((((x^2)/3)*y^-4)/5)^1)/2 = 0
cos(ln(5*x^2))
| 5x-30+3x=10+3x | | 2-p/5=1/4 | | 90m+70n= | | 4y=6x+5 | | 7x-1=6x4 | | (x^2/3y^-4/5)^1/2 | | 5(x+3)+2x-5=0 | | 31=-3x+4 | | 6x-(9x+8)=3x-14 | | 3(a+2)+2a-7=0 | | 12x^2+9xy+6y^2=44 | | 12x^2-9xy-8xy+6y^2=44 | | 3(a+2)-2a-7=0 | | 80+10=150+5 | | X-5/3=1/12 | | -0.3x^2-0.7x+1.2=0 | | Y-17/23=-7/23 | | 1x+8x+2x=561 | | 15x+24(x-3)=279 | | 0.3(6c-56)=33.6 | | 4x+2x+5x=429 | | 4x+2x+5x=529 | | g(x)=4x-4 | | 30+2x=-4 | | x=4x^2+5 | | 3x+43=103 | | 7/9=4/x | | x=4x^2v+5 | | 294=6x+7x+1x | | 2(1+10)= | | 7(8)=x | | (x+3i)(-2+5i)=(-17+yi) |