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Simplifying U = F(a + R) * fora Reorder the terms: U = F(R + a) * fora Reorder the terms for easier multiplication: U = F * afor(R + a) Multiply F * afor U = aforF(R + a) U = (R * aforF + a * aforF) U = (aforFR + a2forF) Solving U = aforFR + a2forF Solving for variable 'U'. Move all terms containing U to the left, all other terms to the right. Simplifying U = aforFR + a2forF
| log(x+1)+log(x-2)=log(2-x) | | 5a-4=2d+6 | | 6(y-5)-7=-5(-5y+9)-y | | -5a+7a=-18+8a | | 2(x+8)=3x-2 | | 8x-4(x+4)-12=0 | | 162/3 | | 14k-(-2k)= | | 99+84+76= | | 5x+8-1x=3x+13 | | 3x-(x-8)=-10 | | 0=2kx^2-4kx+1 | | 2[x+2]=3[3x-4] | | 2n-18=9 | | 1+6x-8=15-3x-4 | | lgb=-2 | | 13x^2-360x-900=0 | | 4ln(2x+6)=18 | | 12p-35=71 | | 2x^3-14x^2y-36y^2x= | | 9m-4=3m+5+12 | | X-60=120 | | 3.14x22/7 | | 0.5=2.7417x+0.4524 | | y=a(x-5)(x-5)+7 | | 10g=ml | | 6x^2+x-50=600 | | -6=4v+2 | | X^5(5x)= | | x^2+x-50=600 | | 1/10-1/6 | | An=3n/n! |