Asked by Lins
                Use the properties of logarithms to expand the expression.  ln y(y+1)^5,  I keep coming up with the same answer which is wrong.
y^5ln(y)+5y^4ln(y)+10y^3ln(y)+10y^2ln(y)+ln(y)
            
        y^5ln(y)+5y^4ln(y)+10y^3ln(y)+10y^2ln(y)+ln(y)
Answers
                    Answered by
            bobpursley
            
    Yep, it is wrong.
ln y(y+1)^5
lny + 5ln(y+1). so I don't know where that is in, or has to do with this. y^5ln(y)+5y^4ln(y)+10y^3ln(y)+10y^2ln(y)+ln(y) ...
Are you treating this as (Y+1)^5 *lny ? I don't think that is what was intended, my guess the intended expansion is
ln{ y(y+1)^5} which is
lny + 5ln(y+1)
    
ln y(y+1)^5
lny + 5ln(y+1). so I don't know where that is in, or has to do with this. y^5ln(y)+5y^4ln(y)+10y^3ln(y)+10y^2ln(y)+ln(y) ...
Are you treating this as (Y+1)^5 *lny ? I don't think that is what was intended, my guess the intended expansion is
ln{ y(y+1)^5} which is
lny + 5ln(y+1)
                    Answered by
            Scott
            
    ln(y) + 5 ln(y+1)
    
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