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previous page || 130+m=1830 || h/3+12=9 || 3x+5(4x+22)=-5 || 10=5(7r+3)-5(r-5) || 62,125*(9/4)=x || 4+2x=(2x+3)+4 || 278 is what percent of 415 - step by step solution || 34+x=157= || 5(k+5)=50 || Least Common Multiple (LCM) of 1212 and 3636 || 3(y+1)=18y || −3(3x−2)−3x−1=−103 || 28=7(j−89) || -5+3x=-4x+9 || 8x+0.9=40.9 || 9x2/3=13.5 || m/2-8=11 || 28=7(j-89) || 4x-12-2x+3=x || 6231 as a decimal || 0=25x+2000 || -8+6d=10+4d || 437219/100 as a decimal || -76=-5c+9 || -6(3-3m)+5(-3m+7m)=m+7-3m || 5(7f+5)=2(5f-1) || 12a=1 || 5(z−70)=75 || 6n+1=31 || 5(z-70)=75 || -12=4x-15-2x || 1844 is what percent of 3486 - step by step solution || 3x+18=2(x+9)x || -12(a-12)=-9(1+9)a || 88=w(2w+5) || -1-2f+7=-10+2f || 20=-22=13/10x-24 || t/2+-5=-4 || What is 46 percent of 35.5 - step by step solution || 4x=3+3x^2 || 30+3p=0 || (-x.x)-5x=14 || 6w-8=8w || 171/10.0000 as a decimal || What is 16.1 percent of 76 - step by step solution || Greatest Common Factor (GCF) of 3927 and 935 || x+0.07x=273 || What number is 20000 more than 83624 || 4(2+2.4x)=32.5 || 3+2a+2=6+3a || 6y-8=-9+6y || 2(x+1)+6=16 || m+52/4=8 || What is 3.6 percent of 560 - step by step solution || -7-|x-3|=5 || 27=x+2x+3+5x || 690=1/15x+450 || -10v+1=-9v-4 || 548/125 as a decimal || 5×(x+2)=50 || (13x+33)+(5x+39)=180 || 16-2t=-2 || -16t^2+10t+1453=0 || 3(5z-3)-4(2z-1)=5z-2 || 9x+40=-7x+120 || 4(3w-2)=8(2w || 2=8m-1 || 7x2+5=7 || Least Common Multiple (LCM) of 2730 and 14175 || X=x³+2x || What is 7.125 percent of 16 - step by step solution || 8-5t=9t-20 || 825/10 as a percent || x×0,20=49,72 || 9x48=2x-22 || X+4/2x=-5/6 || O.5n-9=4n+5 || 25+x=97 || 2n+6=(n+3) || 4x^2-160x+1600=1296 || 24=-9y-21 || |3x-8|=11 || 5/2x-9=16 || 7/5(k+5)=-7 || |3x-8|=-11 || -3+4d=9 || 155 is what percent of 627 - step by step solution || 10x-16+8x=180 || 6.4118 as a fraction || 18+9z=36 || 3(x+5)+4=34 || 173.91 is what percent of 250 - step by step solution || -21+3(n+2)=9n-21 || 7n+29=197-5n || 5.63=x-(.0925x)-(.15*x) || z+(13*6+33)=180 || |b+6|+8=24 || 8(9+8z)=185 || 9f+2=-1 || b/3–6=7 || next page

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