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(3/7)*(x-3) = 0
(2/3)*x^(-1/3)
x^2;x^2-6*x+10
(X^3-1)/(x^4-1) = 0
7;8;n;6
| 3r+7=10+28 | | 2sin^2x-7sinx=4 | | 3/7(x-3) | | x+5x=2x-1 | | 4a+3=-6 | | 2sec^2x+7sec(x)=4 | | -5n-1.4=4n+5.8 | | -2(9-6p)= | | 0=-0.5sinx+cosx | | 4/3xy-1/3xy | | 4.32b+3.42f=49.14 | | 2(a+b)+5a= | | 5y+2(3y-1)=y-(y+2) | | 4+(3h+2)=1-(5-7h) | | 3x-2(4x-7)=4 | | 3x+25x-9=7(4x+8) | | (X^3-1)/(x^4-1) | | -45=5x+5(-2x+2) | | 8*x=32 | | 8x+1=-4 | | 1/2b-2=1 | | 2z*2+20z=0 | | log(3x-2)=1 | | n-2=54 | | 2x+2=600 | | 9z-2=2 | | -45=5x+5x(-2x+2) | | 3x-2=406 | | x+8x=59 | | 4-(3h+2)=1(5-7h) | | x+(.25*(18.75-x))=6.25 | | 9x+4=9x-7 |