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Simplifying xc = yx + zx Solving cx = xy + xz Solving for variable 'c'. Move all terms containing c to the left, all other terms to the right. Divide each side by 'x'. c = y + z Simplifying c = y + z
| 4.2=.75s+v | | 15/57.75 | | 54.75/15 | | 8x-5x=23-17 | | (x/1.13)0.13 | | (6x)(4x)=90 | | 8-1/2x=3 | | 0.1x+0.5y=-4.2 | | c=yx+zx | | (1/5)+(1/7)=-(1/2x) | | -16t^2+96+95=0 | | 9-x/5=7(x+1)/11 | | b+2b=87 | | 4squared+4y=0 | | xsquared+4y+27y+7=65 | | x+.25x=202500 | | (3z-9)(2z+1)=0 | | lnx=3.25 | | (-x)+4x=y+1 | | m^2+5=15 | | 3m=m^2+5 | | x^2+20x-203=0 | | (x+6)(x+16)=0 | | 2x+7=3x-12 | | 8(y-3)=-8 | | 3x-15=2x-4 | | 8x+3=4x-3 | | 3x=(2x+3y) | | 7x-10=8x-30 | | 3w+5=11 | | 21/2x=260 | | C=5.25x+60 |