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Simplifying xw + 7v = zforx Reorder the terms: 7v + wx = zforx Solving 7v + wx = forxz Solving for variable 'v'. Move all terms containing v to the left, all other terms to the right. Add '-1wx' to each side of the equation. 7v + wx + -1wx = forxz + -1wx Combine like terms: wx + -1wx = 0 7v + 0 = forxz + -1wx 7v = forxz + -1wx Divide each side by '7'. v = 0.1428571429forxz + -0.1428571429wx Simplifying v = 0.1428571429forxz + -0.1428571429wx
| 4.6y+7.12=-6.22 | | 1708+6469=3295 | | X-3=3.58 | | -16x^2+8x+80=0 | | 6469+1708=3295 | | xm+15y=zforx | | (4y^2+6y+1)(y^2-5y+3)= | | 3(2x-5)=6(x-4)+5 | | 3295+1708=x | | x^2-12-8=0 | | y=75x-3x^2 | | 3295=x | | v=(25-2x)(11-2x)(x) | | R(x)=75x-3x^2 | | 10=5x-(2x+8) | | 14+6(10+8r)=266 | | 3295+1708= | | c(30)=0.10(30)+14.25 | | 3x-16y=-51 | | 20x-8-12x=2(4x-5)+2 | | =3295 | | 250+130*x=125+155*x | | c(40)=35.00-0.07(40) | | 3290=17 | | h(15)=13.00+0.06(15) | | 3x+y+2=9x | | 3290=1708 | | b(50)=40.50-0.05(50) | | 3295=1780 | | 3295= | | xy+3y-x-6=0 | | c(30)=0.15(30)+8.50 |