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previous page || 42000 is what percent of 56 - step by step solution || -10+x/3=7 || -8{7x-1}=-489 || 35=63-5y || 9a-4a+4a-8a=10 || 9(y+7)+6=24 || 2x+12+3x=32 || 1634. as a decimal || 5r=-4+4r || 6.0831 as a fraction || 3y+20=1 || 2x-4x+1=12 || -(x-2)=3x-1+2x || 6.0832 as a decimal || 8x-9-3x=36 || 20z+2z-21z=4 || Greatest Common Factor (GCF) of 411 and 104 || 3k=6+2k || 3(a+6)=a+12 || -5-15k=-4k-8k+10 || -7(4x-7)=1-4x || 6x+4=10x-3 || 6.0834 as a fraction || 13x-(6x-2)=37 || 3u^{3}+7u^{2}+18u+42=0 || 6.0835 as a fraction || 2x–10=-4x+20 || 2x^+3=21 || 8+t(4)=-4 || 6.0836 as a fraction || 13x=10x+8 || -6(6n-3)+4=-38-6n || .16333333 as a decimal || 5700 is what percent of 239932 - step by step solution || -7+2v=5v+10+10 || 4t+7=–13 || 10y+74y=-56y+22 || 8x4(x+8)=8 || What number is 446 more than 473 || 6.0837 as a decimal || 5x+7=96-89 || (8x+3)*2=48 || 8x+7=3x+4 || 3^3u+7^2u+18u+42=0 || 6.0837 as a fraction || 6.0838 as a fraction || 2(6x-3)=-6+12x || 8(x+1)=3x+8+4x || −13(2/3x+5)=−43(1/2x−8) || ¾x-¼x+14=3 || 12+6x/3=5-3 || Greatest Common Factor (GCF) of 0.7 and 0.015 || 6.0839 as a decimal || –q+q−–2q+9q+–3q=–16 || 3x+4x=6x−6x​= || 2x-30+x+x+10=180 || 2(x+12)=30 || 6.0825 as a decimal || 4x+3=-3x-11 || 200000 is what percent of 333.33 - step by step solution || 2x/3+5/2=1/3 || 9x^2=176 || 2x+3-3x+9=-1x+12 || 2(2c-4)=18 || 52=4-x/2 || 1-1n=5 || 8a+24=2(8+5a) || 3x+4x=6x−6 || 6.0825 as a fraction || 3(4m)=36 || What is 1.71 percent of 186000 - step by step solution || 4x-16+4x=28 || –2q+9q+–3q=–16 || 1-5p+5p=1 || 6.0826 as a decimal || -7+h=2h+3 || Greatest Common Factor (GCF) of 423 and 990 || 6.0826 as a fraction || 2(2x−7)=14 || -3x+1-4x-3=103 || What is 1.71 percent of 260 - step by step solution || -2/3(3y+6)+9=13+5y || -4+3k=k+2 || 2(14+w)=54 || 3(4+m)=36 || 8x+0.6=56.6 || -14=2w+-4 || 6.0828 as a fraction || -6f+8=-8-9f-8 || -2w-(-7w)=-15 || -46=-3n+50 || 3(x+2)=6x+8+3x-5 || 9x-3x+90=9x+42 || 6.0829 as a decimal || 9x-3x^2=30 || 3(2x-5)+4x=25 || 6.0829 as a fraction || (6x+6)/8=0 || 3j=5.1 || 15y+49=94 || next page

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