A difficulty in understanding the solution of a problem.2 Announcing the arrival of Valued Associate #679: Cesar Manara Planned maintenance scheduled April 17/18, 2019 at 00:00UTC (8:00pm US/Eastern)A difficulty in understanding the solution of a problem.Difficulty(3) in understanding Thm 4.1 in Stein & Shakarachi Fourier AnalysisA difficulty in understanding the solution of Exam GRE 0568 Q31.A difficulty in understanding why there is a problem in the function constructed for Q.1.1.8(c) in Alan Pollack and GuilleminA difficulty in understanding a step in a solution.A difficulty in understanding a statement in example 10.6.6 Petrovic.A difficulty in understanding theorem 10.6.7 in Petrovic.(n-dimensional intermediate value theorem)A difficulty in understanding the n-dimensional second order derivative.A difficulty in understanding a step in the proof of Thm. 11.5.6 in Petrovic.A difficulty in understanding multivariable Fermat theorem proof.A difficulty in understanding the solution of a problem.

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A difficulty in understanding the solution of a problem.2



Announcing the arrival of Valued Associate #679: Cesar Manara
Planned maintenance scheduled April 17/18, 2019 at 00:00UTC (8:00pm US/Eastern)A difficulty in understanding the solution of a problem.Difficulty(3) in understanding Thm 4.1 in Stein & Shakarachi Fourier AnalysisA difficulty in understanding the solution of Exam GRE 0568 Q31.A difficulty in understanding why there is a problem in the function constructed for Q.1.1.8(c) in Alan Pollack and GuilleminA difficulty in understanding a step in a solution.A difficulty in understanding a statement in example 10.6.6 Petrovic.A difficulty in understanding theorem 10.6.7 in Petrovic.(n-dimensional intermediate value theorem)A difficulty in understanding the n-dimensional second order derivative.A difficulty in understanding a step in the proof of Thm. 11.5.6 in Petrovic.A difficulty in understanding multivariable Fermat theorem proof.A difficulty in understanding the solution of a problem.










0












$begingroup$


The problem and its solution is given here :



A difficulty in understanding the solution of a problem.



But I do not understand how $f_x_kx_k^'' = -k(k + 1) c^fracn^2 + n -22$ and $f_x_kx_j^'' = -k(j) c^fracn^2 + n -22$ , could anyone explains this for me please?










share|cite|improve this question











$endgroup$











  • $begingroup$
    This is the value of these derivatives in point $(c,c,...,c)$
    $endgroup$
    – Jaroslaw Matlak
    Mar 26 at 7:35










  • $begingroup$
    you mean I just try to calculate some of them and evaluate them at $(c,c,c,....)$ and I will see the patern? @JaroslawMatlak
    $endgroup$
    – hopefully
    Mar 26 at 7:37






  • 1




    $begingroup$
    Yes. And if there are still some problems, please share your effort with us.
    $endgroup$
    – Jaroslaw Matlak
    Mar 26 at 7:39










  • $begingroup$
    @JaroslawMatlak okay thank you :)
    $endgroup$
    – hopefully
    Mar 26 at 7:45















0












$begingroup$


The problem and its solution is given here :



A difficulty in understanding the solution of a problem.



But I do not understand how $f_x_kx_k^'' = -k(k + 1) c^fracn^2 + n -22$ and $f_x_kx_j^'' = -k(j) c^fracn^2 + n -22$ , could anyone explains this for me please?










share|cite|improve this question











$endgroup$











  • $begingroup$
    This is the value of these derivatives in point $(c,c,...,c)$
    $endgroup$
    – Jaroslaw Matlak
    Mar 26 at 7:35










  • $begingroup$
    you mean I just try to calculate some of them and evaluate them at $(c,c,c,....)$ and I will see the patern? @JaroslawMatlak
    $endgroup$
    – hopefully
    Mar 26 at 7:37






  • 1




    $begingroup$
    Yes. And if there are still some problems, please share your effort with us.
    $endgroup$
    – Jaroslaw Matlak
    Mar 26 at 7:39










  • $begingroup$
    @JaroslawMatlak okay thank you :)
    $endgroup$
    – hopefully
    Mar 26 at 7:45













0












0








0





$begingroup$


The problem and its solution is given here :



A difficulty in understanding the solution of a problem.



But I do not understand how $f_x_kx_k^'' = -k(k + 1) c^fracn^2 + n -22$ and $f_x_kx_j^'' = -k(j) c^fracn^2 + n -22$ , could anyone explains this for me please?










share|cite|improve this question











$endgroup$




The problem and its solution is given here :



A difficulty in understanding the solution of a problem.



But I do not understand how $f_x_kx_k^'' = -k(k + 1) c^fracn^2 + n -22$ and $f_x_kx_j^'' = -k(j) c^fracn^2 + n -22$ , could anyone explains this for me please?







real-analysis calculus analysis multivariable-calculus maxima-minima






share|cite|improve this question















share|cite|improve this question













share|cite|improve this question




share|cite|improve this question








edited Mar 26 at 7:18







hopefully

















asked Mar 26 at 6:17









hopefullyhopefully

190215




190215











  • $begingroup$
    This is the value of these derivatives in point $(c,c,...,c)$
    $endgroup$
    – Jaroslaw Matlak
    Mar 26 at 7:35










  • $begingroup$
    you mean I just try to calculate some of them and evaluate them at $(c,c,c,....)$ and I will see the patern? @JaroslawMatlak
    $endgroup$
    – hopefully
    Mar 26 at 7:37






  • 1




    $begingroup$
    Yes. And if there are still some problems, please share your effort with us.
    $endgroup$
    – Jaroslaw Matlak
    Mar 26 at 7:39










  • $begingroup$
    @JaroslawMatlak okay thank you :)
    $endgroup$
    – hopefully
    Mar 26 at 7:45
















  • $begingroup$
    This is the value of these derivatives in point $(c,c,...,c)$
    $endgroup$
    – Jaroslaw Matlak
    Mar 26 at 7:35










  • $begingroup$
    you mean I just try to calculate some of them and evaluate them at $(c,c,c,....)$ and I will see the patern? @JaroslawMatlak
    $endgroup$
    – hopefully
    Mar 26 at 7:37






  • 1




    $begingroup$
    Yes. And if there are still some problems, please share your effort with us.
    $endgroup$
    – Jaroslaw Matlak
    Mar 26 at 7:39










  • $begingroup$
    @JaroslawMatlak okay thank you :)
    $endgroup$
    – hopefully
    Mar 26 at 7:45















$begingroup$
This is the value of these derivatives in point $(c,c,...,c)$
$endgroup$
– Jaroslaw Matlak
Mar 26 at 7:35




$begingroup$
This is the value of these derivatives in point $(c,c,...,c)$
$endgroup$
– Jaroslaw Matlak
Mar 26 at 7:35












$begingroup$
you mean I just try to calculate some of them and evaluate them at $(c,c,c,....)$ and I will see the patern? @JaroslawMatlak
$endgroup$
– hopefully
Mar 26 at 7:37




$begingroup$
you mean I just try to calculate some of them and evaluate them at $(c,c,c,....)$ and I will see the patern? @JaroslawMatlak
$endgroup$
– hopefully
Mar 26 at 7:37




1




1




$begingroup$
Yes. And if there are still some problems, please share your effort with us.
$endgroup$
– Jaroslaw Matlak
Mar 26 at 7:39




$begingroup$
Yes. And if there are still some problems, please share your effort with us.
$endgroup$
– Jaroslaw Matlak
Mar 26 at 7:39












$begingroup$
@JaroslawMatlak okay thank you :)
$endgroup$
– hopefully
Mar 26 at 7:45




$begingroup$
@JaroslawMatlak okay thank you :)
$endgroup$
– hopefully
Mar 26 at 7:45










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