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-44=-8-1/3(12w+33)-w
We move all terms to the left:
-44-(-8-1/3(12w+33)-w)=0
Domain of the equation: 3(12w+33)-w)!=0We multiply all the terms by the denominator
w∈R
-(-8-1-44*3(12w+33)-w)=0
We calculate terms in parentheses: -(-8-1-44*3(12w+33)-w), so:We add all the numbers together, and all the variables
-8-1-44*3(12w+33)-w
determiningTheFunctionDomain -44*3(12w+33)-w-8-1
We add all the numbers together, and all the variables
-1w-44*3(12w+33)-9
Wy multiply elements
-1w-132w(1-9
Back to the equation:
-(-1w-132w(1-9)
-(-1w-132w(-8)=0
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-1w-132w(-8
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-1w-132w(-8
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-1w-132w(-8
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-1w-132w(-8
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-1w-132w(-8
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| x^2−10x+25=144 | | x=18=30 | | 0.01x+12=3.2 | | √4x-3=5 | | 15z-(8+6z)=-8 | | 6)5(2x+4)+3(4x+8)=66 | | 11x+2x=-19 | | (6h+7)–(2h+7)=2h-2 | | 2x^2+42+260=6x | | (100+x)=60x5 | | (1+y)^2+y^2=25 | | c4=9 | | (w+3)=24-2w | | 3x+3-4=8 | | (x/5-4)=34+4x | | 28=350/g | | x^2+-23x+12=0 | | -u²+3u+4=0 | | 0.75x+5=80 | | 1/x^2-5x=x+7/x-1 | | 0.75x+5=180 | | 18-4x+7=19+8x+3x | | 2x-10=5+5x | | 5+4(-7-7m)=-7m+40 | | 0=40+.15x | | (x-6)^5/2=32 | | -19=-13+6(6-p) | | x+93=x+109=180 | | 6(1+5n)=34+2n | | 40=32n | | 0.9x+6=1.2x-6 | | 83.33=x/150 |