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Simplifying F + -1IR = I Solving F + -1IR = I Solving for variable 'F'. Move all terms containing F to the left, all other terms to the right. Add 'IR' to each side of the equation. F + -1IR + IR = I + IR Combine like terms: -1IR + IR = 0 F + 0 = I + IR F = I + IR Simplifying F = I + IR
| 7/9-3/18 | | F=i+ir | | x^2+3x-2012=0 | | (w)(w+7)=0 | | x-18sqrtx+80=0 | | I=f-1ir | | (4x^2-x)= | | (y-5)2=100 | | (x)(x+2)(2)=70 | | 6x-4=149-11x | | I=f-(IR) | | -(7xy-10)+2(5xy+7)= | | 6x-2=3x+43 | | x^2+9x+15=-4x+3 | | 2+4x-7x= | | 5X+10=3X+20 | | 10x+31=4x-11 | | )1/ | | 16-2X=8X-14 | | Y=-16x^2+200x+4 | | Y(y-10)=75 | | 5y=3.75x+25 | | 8X+15=3X+16 | | X+(X-6)*0.2= | | 10+9g=10g | | -7z-4=-8z+4 | | (x+2)*(x-2)*(x+2-3i)*(x+2+3i)=0 | | x^2/3-25=0 | | -9+4d+5=10-3d | | (5v-y+5)(6v-7)= | | 5+6r=-3r-4 | | -7w+10=-8w |