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Simplifying pe = mgh Solving ep = ghm Solving for variable 'e'. Move all terms containing e to the left, all other terms to the right. Divide each side by 'p'. e = ghmp^{-1}Simplifying e = ghmp^{-1}

| 1-7m=-76 | | -16t^2+16+5=0 | | 0.22y-1.5=0.12y+3-0.8y | | 3(11x-4)= | | 3x^3+81= | | (WC)(5W^4c^2)=0 | | -6x+3=13 | | 8x+12=16x-4 | | 5p^2q^2+25pq-30=0 | | 0=20 | | 8y+8y=44 | | 36-2x=-x+2 | | 4(-3x)=-10(x-4)-14x | | 6a=14(3a-[6a+(3a-5)])+6 | | A(n)=-0.9+(n-1)1.1 | | 2p-p=5p+12 | | -3r+4=1 | | 7(9x+4)-3x=-6(2-9x)+x | | 2(1+3x)=5(x-2) | | 2t-2=47+9t | | 2P=40+Q | | (3x+2)2=9 | | 0.3x+4=x-2 | | 2P=40-Q | | -1+5n=9 | | 42=23x-9 | | 5x=6x+20 | | X-0.6=8.06 | | 5x^2+4=21x | | 7/11+5/2= | | -10=9k/40 | | 100x-300=200 | | v+12+v+-6=180 | | -6t^2+75t=0 | | 16-4x=36 | | 5y+8+2y-6=16 | | -35m+75=48 | | v+19+v+-6=180 | | t(t-2)+2(2t-1)=t^2+4 | | 99-(-17)= | | 293.74-300.00= | | 2(2x^2-7x+5x)=35 | | 10(6g+3h)+4(5g-h)= | | x^2-16x+73=0 | | 3y^2+y-10=0 | | 2(x-2)=-14 | | 1=6x^2+2x | | 1-3.5= | | 32+19-6x=3(9-x) | | 4(2f+12x-7x)= | | 3(6m-2)= | | 15-(-22)= | | 8x+5-1x=-2 | | 5x-3=-2x-10 | | -2/3-51/3= | | v+2-6v=-3 | | 11(4-6x)+5(13x+1)=35 | | -7x+32=-21 | | -(v+4)-7v=-(9v-8) | | -5x-5=-10x+20 | | 8.3-10.7= | | 5n+3n=8 | | A(n)=7+(n-1)4 | | 2x+3z= | | 12-(-16)= |

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