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s+1/4=6
We move all terms to the left:
s+1/4-(6)=0
determiningTheFunctionDomain s-6+1/4=0
We multiply all the terms by the denominator
s*4+1-6*4=0
We add all the numbers together, and all the variables
s*4-23=0
Wy multiply elements
4s-23=0
We move all terms containing s to the left, all other terms to the right
4s=23
s=23/4
s=5+3/4
| s+1/4=6 | | 6x+4=110 | | s+1/4=16 | | s+1/4=12/2 | | 1/9+x=2.3 | | 70-7.34x=40.64 | | 70-7.34x=40.64 | | 7.34x-70=40.64 | | 7.34x-70=40.64 | | 7.34x-70=40.64 | | 2x+25+x-53=348 | | 7.34x-70=40.64 | | 7.34x-70=40.64 | | 2x+25+x-53=348 | | 7.34x-70=40.64 | | 7.34x-70=40.64 | | 7.34x-70=40.64 | | 7.34x-70=40.64 | | 20x=31 | | 20x=31 | | 20x=31 | | 20x=31 | | 20x=31 | | 20x=31 | | 20x=31 | | 20x=31 | | 10z-6z=8+4 | | 10z-6z=8+4 | | 7(y-2)=35 | | 7(y-2)=35 | | 7(y-2)=35 | | 7(y-2)=35 |