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sin(x)*ln(x)
x*x^2
1/9-8
1-((1/2)*ln(x-1)) = 0;x
x
x/(1-x^2)
| 287=(x*4)+19 | | J=.25+d | | V9/15=0 | | (x-2)(x-8)=24 | | J-d=0.25 | | -3x+6=-6x-33 | | Cos(x)+cos(2x)+cos(3x)+cos(4x)+cos(5x)+cos(6x)+cos(7x)=0 | | 12*n-5=91 | | 5(x+6)+4x=102 | | 2(7x-7)=84 | | T=4s+3.35 | | (x^2-4)^1/2=0 | | x(x-10)=8 | | T=5s+3.06s | | .25=(x-80)/8 | | -4^-5/2^-3 | | (30-2x)-4=8 | | 8x-6-3x=-1 | | 5((y/5)(5/3))-4y | | 9x+2=(x+7) | | 10+6x=10+9x-3x | | 2x+4.5=6.7 | | 3(5+z)= | | -17=x-8/2 | | -2.7=0.3-3y | | 3.8q-2.6q= | | 8(5n-2)=10(32+4n) | | 8y^5/3y^7 | | m/1.4-11=-6 | | 0+5=-16 | | On=100 | | f(x)=3(4)^x/2 |