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| x+(1*31)=50 | | 1.64^x=(1/4)^7x-12 | | (x+1)31=50 | | 32-5w=3w | | log(x)=1.9/4 | | f=1/33.14^2j | | -2u-34=6(u+1) | | (3z^5)(2z)= | | 8+6u=10u | | z/7-3=0 | | 6(3y-2(y-1))-2+7=0 | | .167(p+24)=10 | | 61=-y+170 | | x•3/8=-15/32 | | -x+3.5y=-13.5 | | -v+113=253 | | 5x-y-9=0 | | 3/4x-13=29 | | 3=.750(b-8) | | sin(50)=20/x | | 4x+5(-3y+8)=-3 | | (x^2+4)dy=(2x-8xy)Dx | | 3(8x+32)=48 | | Log(x+15)+logx=2 | | 10-2(3+1)= | | 2(x+4.90)=27.80 | | 27m^3n+24mn^3-12m^4n^2=0 | | (2x-2)+2(2x+8)=4x-2 | | 6(x+5)=x-35 | | 2x+3x*0=5 | | 2/4x-5=1/2x-3 | | 7x+12=13-3x |