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285=1/5(5-10e)
We move all terms to the left:
285-(1/5(5-10e))=0
Domain of the equation: 5(5-10e))!=0We add all the numbers together, and all the variables
e∈R
-(1/5(-10e+5))+285=0
We multiply all the terms by the denominator
-(1+285*5(-10e+5))=0
We calculate terms in parentheses: -(1+285*5(-10e+5)), so:
1+285*5(-10e+5)
determiningTheFunctionDomain 285*5(-10e+5)+1
Wy multiply elements
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We use the square of the difference formula
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Back to the equation:
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| 6m+11.25=-203/4 | | -44+-p=-85 | | 20x-20=-60 | | 2x-20=-60 | | -12x+12=-3(5x=8) | | 270=-x+126 | | 270=x+126 | | -4/5w-4/5=1/3w-7 | | -4(-7w+9)-5w=5(w-7)-5 | | 4(v-7)=-8v+44 | | 2(v-6)+6v=12 | | 6+y=14-y | | 84+0.8x=79 | | -21=6v-3 | | -2.2=w/2+4.2 | | 5=w/2+3 | | 320^2+70^2=c^2 | | 243^2+324^2=c^2 | | 391+120^2=c^2 | | -4x+51=2x+7(x11) | | 25x+5=-60 | | 10x+15=-4x-13 | | 7n+2=4n+2 | | 16t+8-t+9=52-8t | | 10+3x=24x | | 2x-3=3x+31 | | -4=11n | | f/3-9=10 | | d/2-6=10 | | 5x-91=-6x+74 | | -79+3x=92+12x | | k/4+19=16 |