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previous page || n-11=-27 || 12x-10x=4 || 5z+9=-12 || 6(6y+3)-12=5(2y+3)+15 || 9x+6-3x^2+3=2x+2 || 5k-5z+4r+k-2z+4= || 13/5-9 || 20+c=16n || 6x-(x-7)=-8 || 8-300x=100 || xy+5y-3x-15= || Greatest Common Factor (GCF) of 4840 and 280 || .12(y-6)+.06y=.08y-.07(10) || 7+3p-1=9p+16-4p || -7(1+4x)=33-8x || 7b^2=-7b+42 || 3a-8b=9 || -10=-10+6m || 3y-4=2y-6 || Greatest Common Factor (GCF) of 19 and 78 || -7x+7=-28 || 8x+14=-3x-19 || -19+15y+8q-2y-3q-9= || 4n-5=2n+50 || 5x+2=-10-9x || 3[3(x+4)-2]=x-2 || 10x+6y=12 || .40x+.06(30)=.20(49) || 25h+40=(-15h)-(80) || Least Common Multiple (LCM) of 150 and 5000 || -3(1-x)+x=(9-2x)+9 || 0.2+1.4=0.9x-1.4 || Greatest Common Factor (GCF) of 1225 and 1715 || 1+3x=x+1+2x || 2x-3(3x-3+1)= || x+9+8x=45 || 14(3-7x)=-(9+2) || 3=100 || Derivative of 4cos(x)/1+sin(x) || 9g+4k-7g=13 || What is 2 percent of 66 - step by step solution || 11y/16+7y/8=5/16 || 2x+x+(x-8)=180 || 4-3x=8+1/2x || 3.8=7.8-0.5x || 60t=4(t-1.5) || -7+p-9=-8 || 3+n-4n-12=-132 || Greatest Common Factor (GCF) of 270 and 90 || 12w-5w= || Greatest Common Factor (GCF) of 92 and 24 || 33-2x=15 || 3x+4x+x= || 9w+3g=10 || 2+g/-4=10 || 27=9x+2-4x || 2a=12+2/5+6+1/3 || 2/5x+3/10y=10 || 53-(2c+4)=4(c+7)+c || r^2-4r=98 || 8-x-4x=16-5x || 15-9x=42 || 3n^2+96=-36n || 10x=3x-14 || -11a=-22 || Least Common Multiple (LCM) of 10 and 999 || 8z*z*z*z*z+5=0 || 2(x-5)=7+2x || y^3-3y-3=0 || 12.5(x+4)=2x-2(4-x)-7 || Least Common Multiple (LCM) of 36 and 50 || b-1+3b=36 || 5/6f-3/4f+3/4=41/2 || z^2-z=6 || 4t-6u+7t+4u= || 8+7x=4x+5 || 2(3y-6)=26 || 0=8x/x^2+64 || Greatest Common Factor (GCF) of 121 and 7 || Greatest Common Factor (GCF) of 121 and 701 || -2m+13=2m-(3) || -2x+(12-9)-2+9+2x= || What is 9 percent of 9400 - step by step solution || What is 154 percent of 565 - step by step solution || 1.9=4.3-0.4x || -6x-12=10+3x+5 || 9+4t=-8t+-13 || .34524x=765 || 0=5x-3y || 4n^3+8n^2-5n-10=0 || 0.2x+1.4=0.9x-1.4 || 3/4x-3/4=9 || x^2-10x=-18 || -8=7-n || 7x-6+5x=78 || 3/5q=15 || 3.50c+5.50c+6=51 || r-8=17 || 16.67(x+4)=4x-10(2-x)-7 || 7t+4u+3t-2u= || next page

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