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Simplifying -1x + 2(-1z) + 3z = -1 Remove parenthesis around (-1z) -1x + 2 * -1z + 3z = -1 Multiply 2 * -1 -1x + -2z + 3z = -1 Combine like terms: -2z + 3z = 1z -1x + 1z = -1 Solving -1x + 1z = -1 Solving for variable 'x'. Move all terms containing x to the left, all other terms to the right. Add '-1z' to each side of the equation. -1x + 1z + -1z = -1 + -1z Combine like terms: 1z + -1z = 0 -1x + 0 = -1 + -1z -1x = -1 + -1z Divide each side by '-1'. x = 1 + z Simplifying x = 1 + z
| -x+2(-2)+3z=-1 | | (1/2)z=10 | | (1/2)y=4+(1/2)y | | (1/2)y=(-3/4)y-40 | | (4X-3)/27=63 | | (4*X-3)/27=63 | | (1/2)y-1=(1/3) | | (1/2)y-(3/10)=(2/10)-(1/2)y | | (1/2)y-(1/3)=(1/4)y+(1/5) | | (1/2)x=9 | | 7z+7y=0 | | (1/2)x=10 | | (1/2)x=1 | | 33=21+8k | | (4*x-3)27=63 | | (1/2)x=(7/10) | | (1/2)x-6=7+(1/2)x | | (4x-3)27=63 | | (1/2)x-6=12 | | (1/2)x-4=(3/4)x+12 | | (1/2)x-4=(3/4)x | | 4x=68-4 | | (1/2)x-3=11 | | (1/2)x-1=15 | | (1/2)x-12=4 | | (1/2)x-1/4=6 | | (1/2)x-(5/3)=(-1/2)+(19/4) | | (1/2)x-(3/2)=(5/2) | | 48-7/5 | | 10x-9=3x+12 | | (1/2)x-(2/3)=x+(1/5)1 | | (1/2)x-(1/16)=(1/3) |