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Simplifying F = I + (IxR) F = I + xIR Solving F = I + xIR Solving for variable 'F'. Move all terms containing F to the left, all other terms to the right. Simplifying F = I + xIR
| 4n^2=-10 | | x+62+84=x+52 | | 48=9x-3 | | (2u+5)(7-u)=o | | 10x-5+13x+1=180 | | -7x+4=3-2x-1 | | 6m-4m=-2(m+2)-(6m-4) | | 17x-2x=1500 | | 3(x-7)+2=-19 | | 4q-10=10 | | 6x+5+4x-15=90 | | (-2)*3= | | 3(2b+25)-2(b-1)=78 | | (a^5b^2c^3)/(2a^5b^3c^3) | | x+1/7=5/x-1 | | 3h-2=4h+5 | | (3/4)(8x+16)=(1/2)x | | 1.25x+2.75=38.00 | | 6d+5=3d+7 | | (6x+12)=(.50)x | | -6=2z-7 | | -4(5p+5)=-5p+5(3p-4) | | -10a=-a+12 | | 4+9+2x+3=6x-8x+10 | | 77=5(1+6x)-6(-4+x) | | A/4=24 | | 5p+6(p-2)=-89 | | 6x-9=21x+1 | | X^3-x^2-12x+1=0 | | 1/2x+7-1/4x=92/2 | | 2.2/1=187/x | | y=1.73+0.39 |