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Simplifying 5(k + -4) = -3k Reorder the terms: 5(-4 + k) = -3k (-4 * 5 + k * 5) = -3k (-20 + 5k) = -3k Solving -20 + 5k = -3k Solving for variable 'k'. Move all terms containing k to the left, all other terms to the right. Add '3k' to each side of the equation. -20 + 5k + 3k = -3k + 3k Combine like terms: 5k + 3k = 8k -20 + 8k = -3k + 3k Combine like terms: -3k + 3k = 0 -20 + 8k = 0 Add '20' to each side of the equation. -20 + 20 + 8k = 0 + 20 Combine like terms: -20 + 20 = 0 0 + 8k = 0 + 20 8k = 0 + 20 Combine like terms: 0 + 20 = 20 8k = 20 Divide each side by '8'. k = 2.5 Simplifying k = 2.5
| (2x-1)*(x^2+2)= | | (t+10.5)+2t+90=180 | | 9x+36= | | 24y+29-2y=22y+11 | | 73=7x+10 | | y+(-10)=16 | | -2p+7+5p=14+2p | | X=9x+36 | | 2(20-6x)=8-4(3x-8) | | 3x-(4x+6)=2x-12 | | 2+(t+10.5)+90=180 | | 7(q+1)=9-p | | -b+4b=8b+-b | | 1.5y-1=x | | 3(2n-5)=0.5(-12n+30) | | -4(a-1)-3a=-7(2a-3) | | M+(M+10)+2m=180 | | [8y+(3x+8)][8y-(3x+8)]=0 | | 18+7=40 | | 4a^2+16ab+16b^2=0 | | (x-2)(x+4)=27 | | 3(t-8)+2t=7 | | 3(2n-5)=1.5(-12n+30) | | 6(2)+1-5(2)=7 | | [(5x+3)+4y][(5x+3)-4y]=0 | | 3+x=(10+x)(.5) | | 6(7)+1-5(7)= | | 2y-4=26-3y | | 2(5-n)= | | 2x+(x+5)=47 | | 24x+16=32 | | 8.9=-4.1+T |