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sin(x/20)
Y = (88-(2*x))/(20-(2*x))
1;2;5;8;7;2
1;4;1;4;2;5
1000;16
| Y=(88-2x)/(20-2x) | | ln(2x+3)+ln(x-3)-2ln(x)=0 | | 3(x)+3(x)+1(x)=108 | | 2n-3n+2=6 | | -15=2v-3 | | n(2x+1)+ln(x-3)-2ln(x)=0 | | ln(2x+3)+ln(x-5)-2ln(x)=0 | | 432/1.08= | | (3z+2x)-5(x+y)= | | 6/8=v-6/v | | (3x^-4y^3/2xy^-1)^2 | | 6(2+3)+1= | | 19(t-n)+0.3= | | log(4x+7)=log(2x+5) | | 432=x+0.08*x | | 2/3=3/p | | 3(2x-1)-4(x-5)=24 | | 2/10=10/a | | t-2(n-t)= | | 106=y+2 | | A/10=5/2 | | 108=y+2 | | ln(2x+1)+ln(x-5)-2ln(x)=0 | | (3x-8)(2x+12)=0 | | 109=y+2 | | log[8x]-log[(2x-5)]=log[9] | | 9/a=8/a-6 | | 76y+86=y+8 | | 5x^2+28x-12=00 | | -2x/3-3/4=1/4 | | 432*0.08= | | 10/5=2/b-2 |