Question

\( \because \) uflinstructure.com/courses/541925/quizzes/1507685/take UF FLORIDA Account Dashboard Courses 28 Groups Calendar box (b) History 10 p \( \leftarrow \) (B) \( \bigcirc \) \( \frac{\ln 6}{6} \) Fall 2025 Home Announcements Assignments Discussions Grades Honorlock Zoom Conferences Campus Resources Course Analytics NameCoach GatorEvals \( \square \) Question 4 L17-Part 2-Q2 \( \bigcirc \) \( \bigcirc \) \( \bigcirc \) 2 0.33 pts Select the correct form of the partial sum \( S_{N} \) of the telescoping series \( \sum_{n=2}^{\infty}(\sqrt{n}-\sqrt{n+2}) \) \( S_{N}=\sqrt{2}+\sqrt{3}-\sqrt{N+1}-\sqrt{N+2} \) \( S_{N}=\sqrt{2}-\sqrt{N+1} \) \( S_{N}=\sqrt{2}+\sqrt{3}-\sqrt{N}-\sqrt{N+2} \) \( \bigcirc \) \( S_{N}=\sqrt{2}+\sqrt{3}-\sqrt{N-1}-\sqrt{N+1} \) \( \bigcirc \) \( S_{N}=1-\sqrt{N+1} \) \begin{tabular}{|ll|} \hline Question 5 & 0.33 pts \\ L17-Part 3-Q1 & \\ Find the sum if it converges & \\ \( \infty[\sin (n+2) \quad \sin (n+1) \quad \sin n] \) & \\ \hline \end{tabular}

          \( \because \) uflinstructure.com/courses/541925/quizzes/1507685/take
UF
FLORIDA
Account
Dashboard
Courses
28
Groups
Calendar
box
(b)
History
10
p
\( \leftarrow \)
(B)
\( \bigcirc \) \( \frac{\ln 6}{6} \)

Fall 2025
Home
Announcements
Assignments
Discussions
Grades
Honorlock
Zoom Conferences
Campus Resources
Course Analytics
NameCoach
GatorEvals
\( \square \) Question 4

L17-Part 2-Q2
\( \bigcirc \)
\( \bigcirc \)
\( \bigcirc \)

2
0.33 pts

Select the correct form of the partial sum \( S_{N} \) of the telescoping series
\( \sum_{n=2}^{\infty}(\sqrt{n}-\sqrt{n+2}) \)
\( S_{N}=\sqrt{2}+\sqrt{3}-\sqrt{N+1}-\sqrt{N+2} \)
\( S_{N}=\sqrt{2}-\sqrt{N+1} \)
\( S_{N}=\sqrt{2}+\sqrt{3}-\sqrt{N}-\sqrt{N+2} \)
\( \bigcirc \) \( S_{N}=\sqrt{2}+\sqrt{3}-\sqrt{N-1}-\sqrt{N+1} \)
\( \bigcirc \) \( S_{N}=1-\sqrt{N+1} \)

\begin{tabular}{|ll|}
\hline Question 5 & 0.33 pts \\
L17-Part 3-Q1 & \\
Find the sum if it converges & \\
\( \infty[\sin (n+2) \quad \sin (n+1) \quad \sin n] \) & \\
\hline
\end{tabular}

∵ uflinstructure.com/courses/541925/quizzes/1507685/take
UF
FLORIDA
Account
Dashboard
Courses
28
Groups
Calendar
box
(b)
History
10
p
←
(B)
◯ (ln 6)/(6)

Fall 2025
Home
Announcements
Assignments
Discussions
Grades
Honorlock
Zoom Conferences
Campus Resources
Course Analytics
NameCoach
GatorEvals
□ Question 4

L17-Part 2-Q2
◯
◯
◯

2
0.33 pts

Select the correct form of the partial sum SN of the telescoping series
∑n=2^∞(√(n)-√(n+2))
SN=√(2)+√(3)-√(N+1)-√(N+2)
SN=√(2)-√(N+1)
SN=√(2)+√(3)-√(N)-√(N+2)
◯ SN=√(2)+√(3)-√(N-1)-√(N+1)
◯ SN=1-√(N+1)

Question 5 0.33 pts

L17-Part 3-Q1

Find the sum if it converges

∞[sin (n+2) sin (n+1) sin n]

Added by Joel W.

Question

Please give Ace some feedback