Asked by Jessicaaaaa
                expand: In((3x-5)1/2 )/7
            
            
        Answers
                    Answered by
            Symmetry
            
    I believe you meant to type 
In((3x-5)^1/2 )/7.
See the difference. You forgot to raise (3x - 5) to the 1/2 power.
Use the log rule for division:
ln(a/b) = ln(a) - ln(b).
ln((3x - 5)^1/2) - ln(7)
Note: (3x - 5)^1/2 is sqrt{3x - 5} in disguise.
Answer:
ln(sqrt{3x - 5}) - ln(7)
    
In((3x-5)^1/2 )/7.
See the difference. You forgot to raise (3x - 5) to the 1/2 power.
Use the log rule for division:
ln(a/b) = ln(a) - ln(b).
ln((3x - 5)^1/2) - ln(7)
Note: (3x - 5)^1/2 is sqrt{3x - 5} in disguise.
Answer:
ln(sqrt{3x - 5}) - ln(7)
                    Answered by
            Reiny
            
    Perhaps one step further ...
ln((3x - 5)^1/2) - ln(7)
= (1/2) ln(3x-5) - ln 7
    
ln((3x - 5)^1/2) - ln(7)
= (1/2) ln(3x-5) - ln 7
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