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(2/3)*(2*x)^(1/2)*x
((2/3)*x*(2*x)^1)/2
0 = 2*x+1;x
x
0 = 3*x-4;x
x
(5*(9/32))/6
| 180=21-u | | -4v=12 | | 3u+12=45 | | y=2(x+1)(x-3) | | 40+25+z+x+y=180 | | -4(2w-2)+w=7(w+2) | | -7(y+3)=-4y-45 | | 3x-9y+7z=-21 | | -6y+4(y-6)=-36 | | 3x-5(x-4)=-2+4x-8 | | 46+35+y=180 | | 414=2t+5r | | 6v-8+3(2v+4)=-6(v+1) | | 7u-39=5(u-7) | | (14/3)-3(2/5)= | | 9+r+7r=4(3+2r)-3 | | Log[5](4x-7)=log[5](x+5) | | h=2t+3 | | X+55=113 | | 0.5x^2+x-500=0 | | 2x-1.4=0.6 | | (4x+32)+84=180 | | 8.4=x/100 | | 26=5(w+7)-8w | | -18=9n-17 | | x^2+10x-18=180 | | 2x^2-xy-6y^2+4x+6y=0 | | 18=3y-12fory | | 3/1-x/2 | | x-5x+8x-7x= | | -1.1p-3=1.6 | | -(3x-15)+2(6x+4)= |