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7=4/3(x+6)
We move all terms to the left:
7-(4/3(x+6))=0
Domain of the equation: 3(x+6))!=0We multiply all the terms by the denominator
x∈R
-(4+7*3(x+6))=0
We calculate terms in parentheses: -(4+7*3(x+6)), so:
4+7*3(x+6)
determiningTheFunctionDomain 7*3(x+6)+4
Wy multiply elements
21x(x+4
Back to the equation:
-(21x(x+4)
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| w^2+16w=27 | | h^2+24h+23=0 | | 3(x+1)-4=2x | | 9f^2=-16f | | 8^b-2=64 | | 2x-5+5x+10=180 | | (x^2+11x=29)/(x+4) | | 35g^2+98g+63=0 | | 3.2^x-5.2^x+5^x+3-2^x+5=2 | | 35^2+98g+63=0 | | j3+3=48 | | w^2-27w=0 | | 3^x-4=6x-7 | | 70v^2=-32v | | -5(4-2m)+7=7 | | a-8/9=10/5 | | 4d^2+22d+30=0 | | 94x=24-8x^2 | | 6=3v=27 | | 4g+28=64 | | 9g=-24g^2+15 | | -1188x=11 | | 4x-12+36=64-2x-4 | | 5t^2-16t=0 | | 31w=-w^2 | | -99=90m-9m^2 | | |2p-3|=17 | | 6g^2=-28-86g | | -7(3-5x)-4x=27+7x | | 256w^2-1=0 | | 5(w+3)-8w=27 | | 68x^2+62x=0 |