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Simplifying 4x + (2(0.5x)) = 25 Remove parenthesis around (0.5x) 4x + (2 * 0.5x) = 25 Multiply 2 * 0.5 4x + (1x) = 25 Combine like terms: 4x + (1x) = 5x 5x = 25 Solving 5x = 25 Solving for variable 'x'. Move all terms containing x to the left, all other terms to the right. Divide each side by '5'. x = 5 Simplifying x = 5
| 250+25x=50*x | | (1/2)-(1/5) | | -10=5-(6-a) | | 595=75+65x | | 0.3+0.05=0.1+2 | | 20=4-(a+7) | | (1/2)-(-1/5) | | 2x+2-2=2x-8+13 | | -5(5+r)=20 | | X-8=1/9 | | (1/2)-(-1/3) | | (1/2)-(-1/2) | | x+0.05x=44260 | | P+0.4p= | | 5/2*-1=X1/4 | | 36n^2+24n=0 | | (1/20)-(-1/20) | | x-0.85x=75 | | 13x+7y=-11 | | -1/2-(3/5)(10/9) | | (x^3)-(6*x^2)+x=0 | | -3/5/8/15 | | f(x)=-(x^2)-5x+2 | | (-16/25)(-15/24) | | (-1/5)/4 | | (1/20)-(4/5) | | 2+3x=x+16 | | (1/20-4/5 | | 0.8x-1=15 | | 3.1x=2.1x+9.0 | | (-5g^2)(2g^5)= | | 41n(2x)=20 |