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122=1/2(96+x)
We move all terms to the left:
122-(1/2(96+x))=0
Domain of the equation: 2(96+x))!=0We add all the numbers together, and all the variables
x∈R
-(1/2(x+96))+122=0
We multiply all the terms by the denominator
-(1+122*2(x+96))=0
We calculate terms in parentheses: -(1+122*2(x+96)), so:
1+122*2(x+96)
determiningTheFunctionDomain 122*2(x+96)+1
Wy multiply elements
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Back to the equation:
-(244x(x+1)
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| 8p+6=14+4p | | 2x+45=5x-6 | | 6(-4+8r)=-264 | | -87=-3(8+3n) | | 9s=s+72 | | -7(6v+8)=-182 | | 48=8x-5(8+6x) | | 126=-6+6(1-7a) | | 0.5x6.1=3.05 | | x-(0,1471x)=1494 | | 10/y=5/4 | | -196=-7(4+4m) | | 10x+14x-9=6(4x+6) | | x-(01471x)=1494 | | -7(4b-2)=182 | | v+29=2v | | 5=-7x+11 | | x-1,3x=46 | | 3x+3^(x+2)=90 | | 1.6x9.7=15.52 | | x-(0,1471x=1494 | | 161=7(6x-7) | | x*1.3=1441 | | 0.5(4y+16)=2y−8 | | 25/100=20/n | | 3x+5−1x−2=7x2+3x−10 | | 7x-(3x=5)-8=1 | | 4(2x+x-3)-3x+3x=2x=3 | | 5x+4=3x13 | | 2p+6=3p-14 | | r-52=207r= | | 4^x-7=8 |