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Simplifying Xz + -1p = y Reorder the terms: -1p + zX = y Solving -1p + zX = y Solving for variable 'p'. Move all terms containing p to the left, all other terms to the right. Add '-1zX' to each side of the equation. -1p + zX + -1zX = y + -1zX Combine like terms: zX + -1zX = 0 -1p + 0 = y + -1zX -1p = y + -1zX Divide each side by '-1'. p = -1y + zX Simplifying p = -1y + zX
| 1.67v+0.43=1.5+0.5 | | 3x+9=16-4x | | (x-2)+27=6x | | -3x+3x-6=6 | | 3+-2-(-3)+(-4)= | | 2x-5+3x=2x+7 | | b-3=4 | | -12+-9= | | 5x+5x-1=1 | | 6c+7=0 | | 0.64x^2-0.2x=3413 | | 1.2c+2.6c=4.5 | | 0.64x^2-0.2x-1000=0 | | 5000=X^2-50X | | 2a-3x=5x+5 | | 7z+2=3 | | 2y=12-x | | 6m-3(m-2)+4m=13+2y | | 5x+3-8=22 | | 6(3.58+-y)+4y=18.90 | | 124x+14=27 | | (5/11)=(1/(6x-3)-5x/(6x-3)) | | 5x-6=2x+2 | | 2y-4(y+1)=-2y+14 | | x+y=18.90 | | 3x+4y=10.74 | | 2(3q+5)=16 | | (5)/(11)=-(5x-1)/(6x-3) | | 6(3.15+-.66y)+4y=18.90 | | 5(x-1)+8x= | | 3m+5-6m+2=4m-14 | | (5)/(11)=(5x-1)/(6x-3) |