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16*x-4 = 8*x+2
abs(x-2)+abs(2*x+1) < 4-x
7*c = 3/5
((7*z-8)/(64/8))^2 = 0
(4/5)*d = 15
| x+3x+7x=187 | | 1.5[x+4]-3=4.5[x-2] | | 3x+2x=x+x+19 | | 3x+7x=187 | | M+20=n | | 1-3(x-1)+(x-3)=6x+7-5x | | 6[x-1]=9[x+2] | | 7x+7y+ax+ay= | | 109b^3+250b^2-294=0 | | 7sin(3x+1.480)= | | r+s=12 | | 9[x+1]=25+x | | ((7X-8)/(64/8)^2 | | 7(8-r)3(2+2r)=9 | | (X+2)(x+7)=o | | 5(6x-1)=5 | | 8+6-1x-4x+2-6=-7 | | 7c=3/5 | | ((7z-8)/(64/8))^2 | | 2(2x+7)=46 | | 3m-25=79 | | logx+log(x-15)=12 | | 4/5d=15 | | -6r=75 | | 6b/9=15 | | p(t)=t^2+10t | | M+4.3=2 | | x^2+66=55 | | (x+2)*2.5=3.45 | | 2(x+7)=45 | | f(x)=x^5-2e^6x | | 3.45+(4.5*x)=(2*x)*2.5 |