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previous page || 366/500 as a decimal || t-18=2t-50 || 366/500 as a percent || 0/075 as a fraction || -2=(6/7)p || k^2-88=12 || 6(-11-2x)=-42 || f^2-40=0 || X-24=4(3-2x)= || z^2-70=0 || Greatest Common Factor (GCF) of 1739 and 1147 || 8-4x=-7x-28 || p-(1/4)(3)=-5/6 || 3r-2r=10 || 73–x=15 || 34.0277778 as a fraction || 6t-3t=3 || v^2-67=-12 || 19s-18s=15 || Greatest Common Factor (GCF) of 2250 and 3150 || -12g-3g-(-7g)=8 || Greatest Common Factor (GCF) of 50 and 80000 || 5(x/2)+3)=35 || 8(2+9x)=592 || 7(-2v+5)=105 || -3(b+4)=-33 || 15h+h+h-8h=18 || 4-m=4 || v/9+1=0 || -5/3h=9 || 3u-15=5(u+1) || 4821/40 as a decimal || -3n+6=14-5n || b/2+1=-2 || 6xx-19=-73x= || 7a-2a+5a-9a=8 || .27+x=26+15 || 6xx-19=-73 || (2n^2−5n−6)+(−n^2−3n+11)= || 392x-4)+7=-2x=-13 || -4(y-1)=-8y+36 || m/5-2=0 || -16b=24 || 3(2x-4)+7=-2x=-13 || 4/x-1=4 || -7(p-12)=-84 || 1742 is what percent of 3800 - step by step solution || 0.14605142332 as a fraction || -4(x+4)=-8 || 27+x=26+ || What is 15 percent of 26.44 - step by step solution || 3g-10=g+26 || -2b+-5b+8b=-9 || 11+x/17=2 || What is 30 percent of 26.44 - step by step solution || 5/6c+1/3c=2/7 || 20z-10z+1=11 || 9a-9a+3a-3=9 || 11r-10r=15 || 2x2+16x−8=0 || 2/3(x+2)=1/4x+1/3 || 2x^2+16x−8=0 || 8x=40=2x+100 || 3(3k-6)=18 || 5x(x+2)=12x-3 || 17q+6q-14q-7=11 || 8f-19=16 || -3y-y-(-7y)=-9 || What is 4 percent of 52.25 - step by step solution || 4n+n+2n-5n-2=10 || 4/3a=2/3 || 0.9=0.4m || 14^x=46 || 14^x+5=49 || 12x−(2x+18)=2(5x−9) || 7*2w+8=34 || .1328125 as a decimal || -12c-(-14c)+3c+5c=20 || Greatest Common Factor (GCF) of 74 and 495 || 15=-6u+3(u-2) || 528 is what percent of 1584 - step by step solution || 590/826 as a percent || What is 9.33 percent of 25 - step by step solution || -9=n/6 || 15.6 is what percent of 3600 - step by step solution || 182=-0.5x+300 || 3(2x+4)-6=72 || -8x^2-20x+9=0 || 6=2y-6 || 91.4763 as a percent || a+4=11 || 6=g+8 || 6(-6)+2=8x-7 || 6(-6)+2=8x-6 || x^2+23=144 || 12.5=n/1.2 || 24x-4=-4(1-6x) || 32432432432 as a fraction || 16x^2-49=-49 || .7109375 as a decimal || next page

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