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Simplifying 0.3(8c + -84) = 75.6 Reorder the terms: 0.3(-84 + 8c) = 75.6 (-84 * 0.3 + 8c * 0.3) = 75.6 (-25.2 + 2.4c) = 75.6 Solving -25.2 + 2.4c = 75.6 Solving for variable 'c'. Move all terms containing c to the left, all other terms to the right. Add '25.2' to each side of the equation. -25.2 + 25.2 + 2.4c = 75.6 + 25.2 Combine like terms: -25.2 + 25.2 = 0.0 0.0 + 2.4c = 75.6 + 25.2 2.4c = 75.6 + 25.2 Combine like terms: 75.6 + 25.2 = 100.8 2.4c = 100.8 Divide each side by '2.4'. c = 42 Simplifying c = 42
| a(x)(2x+2)= | | 2(x+1)+8x=4.95(2+8) | | (2a-3)(2a-3)= | | 14(5x-3)-9x= | | -z^2-4z-2=0 | | z+(z+6)= | | 1.735+967+8.446= | | 4(3x+8)=-48+32 | | (3x-3)(3x^5-5x^4+2x^3+x^2-2x+2)= | | 655=x+(x-95) | | 2x-20=-22 | | -2-5(2z+9)=4(8z-7)+1 | | (r-9)(r+4)=0 | | 0=x-17 | | 27-7y=-11+2.5y | | 7x+4y-5=0 | | 8x+32=200 | | Y=0-9 | | -8u-4u-17=19 | | N+7=N(6)-28 | | 10x^2-45x-18=0 | | 6=2w+42+2w | | 1.5p=3 | | 550t=150(t+2) | | 4x+2x^3-5x^4-12-2x^2=0 | | -3+9(-5n-2)=-3(3n-2)+2 | | [7(n+5)-16]-[3(n-4)+3]= | | (42+2x)(20+2x)=1248 | | .75(w+2)=4(1.5w-.16) | | -5x^5(5x^2+3x-4)(2x+2)= | | -2x+14=5x+21 | | 3(3-6x-4x)+6(5x+3)=27 |