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Simplifying 2(2s + 5) = 22 Reorder the terms: 2(5 + 2s) = 22 (5 * 2 + 2s * 2) = 22 (10 + 4s) = 22 Solving 10 + 4s = 22 Solving for variable 's'. Move all terms containing s to the left, all other terms to the right. Add '-10' to each side of the equation. 10 + -10 + 4s = 22 + -10 Combine like terms: 10 + -10 = 0 0 + 4s = 22 + -10 4s = 22 + -10 Combine like terms: 22 + -10 = 12 4s = 12 Divide each side by '4'. s = 3 Simplifying s = 3
| v=3(v+5)-6v | | -3(v-2x+4)= | | 2(3h-7)=10 | | 56x+89y=55z | | 164=34-w | | 4(h-3)=0 | | 17x-10y=38 | | 4y+16=48 | | 3(t-5)=2 | | 2x+18=4x+30 | | Y+5=32 | | (1+3)x-4=(5+3)x+8 | | 5(u+5)= | | 2(3d+3)=4 | | -2t=72 | | 24n=6n+2 | | 160-v=221 | | 5u(3)= | | 4(4+s)=20 | | 5/6x-7/18x | | 4(4+5)=20 | | -2b+23=11 | | 2(v+3)=2 | | 5(-6x)+4x=161 | | 7n-2n+4=9 | | 3(5y-4)=36 | | x(x-1)+10=22 | | b^2-3b+6=3b+1 | | 264=99-x | | 9y=2x+3 | | 4a-4=3a+20 | | -3y=11findy |