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e^sin((x^2)/(x-1))
ln(x^2-3)/(x^5)
x^(x^2+x)
(1/4)*x = (5/6)*x-7
(37*x^18)/(4^6) = 0
| Log^8(4x+14)=2 | | .25-e^-5/x=0 | | .15x^2+4x=-400 | | 2x+2(4x-2)=36 | | (3x+24)(9x-54)=0 | | 4x-33=15x+34 | | 4x+33=15x-34 | | .25-e^(-5/x)=0 | | 2x+2x+5+x^2+3=85 | | n^2+17n+60= | | 1/4x=5/6x-7 | | 4x+3=2(5+2x) | | 8-5(10x+8)+4x= | | 40=16t^2 | | 7e-5+12-3e= | | a=3t^2-13t+18 | | 1.5sin(2t)=0 | | 3x^2-3x+5=2 | | 4800=3t^2-13t+18 | | 37x^18/4^6 | | -17x+51= | | e^8x=5 | | z*9+9=2 | | (4n)+10=73 | | 4n+10=73 | | 11(10x+10)= | | -8x+13=-3 | | 96=-82x | | 7x*0-8y=-56 | | 1/2y-1/3(y-1)=4y | | sin(x-20)=0.5 | | x-8(7x+2)= |