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38=1/2(x-65)
We move all terms to the left:
38-(1/2(x-65))=0
Domain of the equation: 2(x-65))!=0We multiply all the terms by the denominator
x∈R
-(1+38*2(x-65))=0
We calculate terms in parentheses: -(1+38*2(x-65)), so:
1+38*2(x-65)
determiningTheFunctionDomain 38*2(x-65)+1
Wy multiply elements
76x(x+1
Back to the equation:
-(76x(x+1)
We calculate terms in parentheses: -(76x(x+1), so:
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| 11n-77=0 | | w+4.8=8.22 | | -2(2x+5)-x=25 | | 5(2×-3)=20x+15 | | 11n-777=0 | | 6+4t=3t+1 | | 7x/3=7/5 | | x=1/2(13x+5+11x-5) | | 10x-15=20x+15 | | 10=-8y+6(y+5) | | 4c=-6+5c | | 7p-18=31 | | Y=31+4x | | 11=11;x=2 | | 70.5=1/2(x) | | x−10=4 | | 10=-8+6(y+5) | | 14-w=-42 | | 4c=–6+5c | | 8w+9-4w+2=-6w+4-2w+1 | | 6x=3/5 | | 9s=-10+7s | | 8w+9-4w+2=-6w+4-2w=1 | | 70.5=1/2x | | -9x+2x+3=3(x+2) | | 16m+8=50 | | -4=r/0-5 | | r+2r+3r+15=4r−11 | | 9s=–10+7s | | x-27-x=3(2x-1) | | 3x•6=84 | | 7/8+m=16/3 |