Determine the value of a real constant c, given that:
y
∫(ln p)*(1+p)-1 dp = g(y)
1
and, g(e
c) + g(e
-c) = c
3/12
where ln x denotes the
natural logarithm of x.
(In reply to
full solution by Daniel)
Hi Daniel!
You say that g(e^x)+g(e^-x)=x^3/12 but this relation is availble not for all x.This relation is availble only for some constant c so i doen't know that we can differentiate this relation!!!???