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Simplifying x = y(z + n) Reorder the terms: x = y(n + z) x = (n * y + z * y) x = (ny + yz) Solving x = ny + yz Solving for variable 'x'. Move all terms containing x to the left, all other terms to the right. Simplifying x = ny + yz
| (6-1y)+(1+4y)=43 | | (6-1)+(1+4y)=43 | | 2(2x-4.9)=9x-9.8 | | 9u+9v-4(6u-3v)= | | ab+bc-ad-bd=0 | | 14x=12x-4 | | 3.6x-32=2.6x+3 | | 21x^4/3x^-1 | | 16(135/360)= | | x+3y=3200 | | R(x)=50-5x^2/3 | | 1.0x=29 | | 3(n-2)-19=5+2(n+2) | | 2sin^2(3x)-1=0 | | 3x-2+2=6 | | sqrt(2t-1)+sqrt(3t+3)=5 | | 88=7v+18 | | 0=(6-2x)(6-6x) | | 1.3x+4-4.3x=7 | | t/d-a/d=1 | | 3x^2-11x=101 | | xlogy+8xy=24 | | 3(x-3.6)=7.2 | | 5x+7y=700 | | 9r+8s-6(5r-2s)= | | xlny+8xy=24 | | 4[6-(1+2x)]+10x=2(10-3x)+8 | | 25x-5=125 | | 7v/5=28 | | 2.5x+4=5x-2 | | ln(x)+ln(2x)= | | 3/26-9/13= |