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Simplifying 8c = 4c + -20 Reorder the terms: 8c = -20 + 4c Solving 8c = -20 + 4c Solving for variable 'c'. Move all terms containing c to the left, all other terms to the right. Add '-4c' to each side of the equation. 8c + -4c = -20 + 4c + -4c Combine like terms: 8c + -4c = 4c 4c = -20 + 4c + -4c Combine like terms: 4c + -4c = 0 4c = -20 + 0 4c = -20 Divide each side by '4'. c = -5 Simplifying c = -5
| (x-1250)/1250×100=16/100 | | 8c=4c-2 | | 1/5y=3=2/3 | | 12.4/6=2.5 | | -x-(-a+6)= | | 7p-4p=6 | | 12.3/6=2.5 | | 12.25/6=2.5 | | 3c-4=c-26 | | x/5-4=2-2/5 | | 12/6=2.5 | | X+12=6+x+4 | | 3/x-3=4/2x-8 | | 12.5/6=2.5 | | 3/6=2.5 | | 0/6=2.5 | | x-ab(a-b)= | | -2.40=48 | | (90)/(15) | | 3(2n+3)=57 | | N^2+35=0 | | (3.14)(2x^1/5Z^2)^2 | | 3y^8/-5y^7 | | 6x^2y^4/12•3x | | x^2-28x=96 | | -2(z+3)-z=z-4(z+2) | | x=-3+8 | | -5=19+P | | a-b-ab= | | cosh(x)=-x^2+5x-3 | | 5(3a+2b)+4(-5a+b)= | | N(T)=T^2-3T+50 |