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Simplifying 32w + 128w = 16w Combine like terms: 32w + 128w = 160w 160w = 16w Solving 160w = 16w Solving for variable 'w'. Move all terms containing w to the left, all other terms to the right. Add '-16w' to each side of the equation. 160w + -16w = 16w + -16w Combine like terms: 160w + -16w = 144w 144w = 16w + -16w Combine like terms: 16w + -16w = 0 144w = 0 Divide each side by '144'. w = 0 Simplifying w = 0
| 3m+n-12m+11n= | | (2x/3)(x/5) | | 15a-(12a-(3a+5))=0 | | n=p(1+nr) | | 10=10-2/3x | | n=p(1+nr)forn | | -2x^2+x^2=0 | | 2x-6x+4=x-5+9 | | 4x-50=y | | -10=8x-2-4x | | -7+.5x=12 | | 17-(x+7)=5x-2 | | 100x=6410 | | 5(y+2)=74-3y | | 6410=100x | | 0.03(10-x)+0.3=0.05(40) | | 2x-3y-4x-8y= | | e^4y=15 | | 5y-8-2y+4=0 | | 14.2*24= | | 17x-(14x-(7x+2))=0 | | -2+(x+4)=-11 | | 2x+3y+4x+8y= | | 2+(x+4)=-11 | | 3(x-1/4)=3/4 | | 15c^2-6bc=0 | | 2x^2-11ax-x+5a+5a^2=0 | | 16x+12y=48 | | 3x-(4x+4)=5x-16 | | P=300-3Q | | f(x)=3x^5+11x^4-20x^3 | | 5x^2+14x+15=0 |