Can someone please help me? This is only a university first year math question, so I think it shouldn't be that hard.
Here is the question again...
f(x) = \int^{1+sinx}_{1} \frac{dt}{\sqrt{1+ln(t)}}
so i think substitution is the right place to start.
as the range of integration...
thank your lanedance, that function looks better now.
i don't understand, why do i need to differentiate it? can i integrate the whole thing? but if i integrate the equation, i won't get maclaurin series (first three terms).
this is what i tried:
since there is a series for ln(1-x) =...
Homework Statement
Heres the question: write the first three nonzero terms (Maclaurin Series)
\int^{1+sinx}_{1}(1/(sqrt{(1+ln(x))})dx
Homework Equations
The Attempt at a Solution
so for the similar questions, i use maclaurin series for common functions (you can see it from...