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Simplifying Qd = p Solving dQ = p Solving for variable 'd'. Move all terms containing d to the left, all other terms to the right. Divide each side by 'Q'. d = pQ-1 Simplifying d = pQ-1
| 5x-12+x+2x=180 | | (6+2-4)(7-5)= | | F(-2)=2x+7 | | 10x+5y+6z-5x+4z-8y= | | 4x-(42+3x)=2(x-4) | | -6(2t+6)=48 | | -0.05z+0.09z=51 | | 7x+-2-x+2=18 | | -4m^3*-3nm^2= | | 4(3x-5)=4(2x-7) | | f(x)=(-9x^3-5)/(x^2) | | 3.45=(6)(.5)^(12/x) | | 15t-5=40 | | 20-3x=32-6x | | 21=9b | | 3a+2b+c=12 | | 3.45=6x.5^(12/x) | | 5a+9a=8 | | 65=91-u | | 3.45=6x.5^12/x | | 8n+-4-3n=11 | | 2x-6+5x+35+x+15=180 | | 14n-28=11n-7 | | 5(f-8)=0 | | 22.5= | | 6•(-15)/(-3) | | -85/(-5) | | -2(n+5)+6n= | | 3=1/4a | | 2y+7+4y+8=51 | | 5(x-4.2)+3[2x-5(x+7)]=39+2(7.5-6x)+3x | | F(3)=2(3)+7 |