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7=2/3(x-6)
We move all terms to the left:
7-(2/3(x-6))=0
Domain of the equation: 3(x-6))!=0We multiply all the terms by the denominator
x∈R
-(2+7*3(x-6))=0
We calculate terms in parentheses: -(2+7*3(x-6)), so:
2+7*3(x-6)
determiningTheFunctionDomain 7*3(x-6)+2
Wy multiply elements
21x(x+2
Back to the equation:
-(21x(x+2)
We calculate terms in parentheses: -(21x(x+2), so:
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| 6r+43=79* | | k-46=-78 | | 8-9n=-1 | | 9c-25=c+23 | | (5x+5)+(8x+58)=180 | | x+3/4=3/4x+4 | | q/30=3 | | 5x+5=8x+58 | | 1/5+x/2=7/10 | | 3(3c-4)-15=2(c+5)+12 | | 5x+7(7x+11)=-193 | | 60+7x=-10 | | 7g-3=11 | | 8x+58=5x+5 | | 8x+10+13x-5=180 | | -5(3x-13)=2(x-1)-35 | | 1+3n-5=-19 | | 5=6x=2x-7 | | 22x+4–9(2x)=0 | | 6^3t-1=36^t-3 | | 8.5g=340 | | 3x-8+4x=-36 | | 6-6=5x+30 | | 6x+2+62+74=180 | | (11x-4)=117 | | 21b+35=–3b+745.4 | | 9+5x=3(-x+3)-16 | | 4(2g-2)-10=g+17 | | 9x-9=117 | | t÷4-7=15 | | y2-6y+4y+156=180 | | 6x+2+62+74=90 |