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Simplifying yx + -1z = a Solving xy + -1z = a Solving for variable 'x'. Move all terms containing x to the left, all other terms to the right. Add 'z' to each side of the equation. xy + -1z + z = a + z Combine like terms: -1z + z = 0 xy + 0 = a + z xy = a + z Divide each side by 'y'. x = ay-1 + y-1z Simplifying x = ay-1 + y-1z
| Y=1.6(5)+1 | | 11-16-6p=49 | | 34(2x+8)=(6x+15) | | xy-z=a | | 7.1a+4.6=22.35 | | -10=14-4x | | 2t+8-t= | | Y=1.6(4)+1 | | 10-n=-3n | | 3x+2.5=20.2 | | y-8=-2(x+1) | | 4(x-3/2)=-18 | | Y=1.6(3)+1 | | 42x-7+x=36 | | 3-8x+3=5+3 | | (2x+5)(x)=348 | | Y=1.6(1)+1 | | X^2+14x+441=0 | | 0=6x^2-36x-144 | | 16d-4-5d=67 | | 0=6x^2-36x | | X^2+14x+441=433 | | x+0.1y=0.4 | | y=ln(4x-5)equation | | Y=1.6(2)+1 | | X^3-6x^2-2x-35=x | | 6(5+x)+2*3x= | | 5x^4+44x^2-9=0 | | 6n-4m+8=2m+n | | 10-(3m-6)=8 | | 3d(5+9c)-3c(4-5d)= | | 47.6+8i=80 |