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-5=1/3(x+12)
We move all terms to the left:
-5-(1/3(x+12))=0
Domain of the equation: 3(x+12))!=0We multiply all the terms by the denominator
x∈R
-(1-5*3(x+12))=0
We calculate terms in parentheses: -(1-5*3(x+12)), so:
1-5*3(x+12)
determiningTheFunctionDomain -5*3(x+12)+1
Wy multiply elements
-15x(x+1
Back to the equation:
-(-15x(x+1)
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-15x(x+1
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-15x(x+1
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-15x(x+1
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| (4x-5)+(2x-7)=180 | | x(1-x)=-0.1834 | | (5x+7)+(4x+2)=90 | | -9x+5x+8=4+7x-6 | | (3x+2)+(5x-6)=180 | | x+17/5=2×+9 | | -2(-x+4)=-3(x+7) | | -(x+5)+3(x+1)=10 | | 21=3r-2r | | 4r-23=2r=29 | | 36x+64(8/3)=288 | | 36x+64(22/3)=288 | | b+6=2b-8 | | x2-18x+62=-10 | | −4.84=−1.3k+2.7 | | 1.23-0.02x=-0.12x+2.43 | | 92=-4(3x-2) | | /0.25n+0.3-0.05n=1.7 | | x^2-16x+31=-8 | | 0.45x-1.3+0.07x=5.3-1.2x | | x^2-14x+83=5 | | 4(x+18)=207 | | 3x=15-8 | | 20-y=31 | | 37-1.5(x)=35 | | 1/2(4x+8)=-5 | | a/3+(-21)=7 | | x^2+5-115=0 | | x^2-18x+62=-10 | | 18w=144 | | z/26=5 | | 72=17x-8x |