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1152=(2w+4)w(18-w)
We move all terms to the left:
1152-((2w+4)w(18-w))=0
We add all the numbers together, and all the variables
-((2w+4)w(-1w+18))+1152=0
We calculate terms in parentheses: -((2w+4)w(-1w+18)), so:
(2w+4)w(-1w+18)
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(2w+4)w(-1w+18)
-((2w+4)w(-1w+18))=-1152
| 5/2=c/8 | | 25d+14=64 | | 45/7x-33/7=91/7 | | y=315.000(1.02)^20 | | a+0.7=8 | | 32-4=2(a+4 | | -y/2=52 | | 25+k+4(1/4=37 | | 25+k+4(1/4)=2.5 | | 30x=100.000 | | 16.36+x=39.75 | | 1+x=6-2x | | 7+2y=12y+23 | | 10x+9-3x=44 | | 2x+6-3=9 | | 5x-7+2=10 | | 3(29)+23=y | | 68.9257(x)+70.908(1-x)=69.72 | | 8x+6+60=90 | | 2x+6+42=90 | | 4x-7+3x-15=90 | | 3x-12+33=90 | | 2x-5+44=111 | | 2x+16+30=90 | | 8d^2+11d=0 | | (4x+26)=a | | 180=120+3y | | 180=95+5x | | (x+13=3x+63.x) | | 2x+1=5x-6-3x-2 | | t*2/4-9=0 | | 63+(7t+5)=180 |