Sequence of Real Number | All about Series by GP Sir

This lecture consists of concepts based on Sequence of Real Number | all about Series by GP Sir that will be helpful for students studying in school or college or preparing for competitive exams such as IIT JAM, CSIR NET, IIT JEE, & such.

📚Our Book Publications
✨ Combat Test Series for CSIR-NET Mathematics

✨Advanced Combat Test Series for IIT-JAM & CUET

✨Combat Test Series General Aptitude for CSIR-NET, GATE & CUET

⬇️ ⬇️ ⬇️ ⬇️ ⬇️ ⬇️ ⬇️ ⬇️
⏱Time Stamp⏱
→0:00 - Introduction to video on Sequence of Real Number| All about Series by GP Sir
→1:06 - Concepts on Sequence of Real Number| All about Series by GP Sir
→1:12 - Examples on Sequence of Real Number| All about Series by GP Sir
→2:10 - Concepts on Range of Sequence of Real Number| All about Series by GP Sir
→2:17 - Examples on Range of Sequence of Real Number| All about Series by GP Sir
→3:28 - Concepts on Monotonic Sequence of Real Number| All about Series by GP Sir
→3:56 - Examples on Monotonic Sequence of Real Number| All about Series by GP Sir
→4:07 - Concepts on Limit point of Sequence of Real Number| All about Series by GP Sir
→5:20 - Examples on Limit point of Sequence of Real Number| All about Series by GP Sir
→7:27 - Concepts on Limit of Sequence of Real Number| All about Series by GP Sir
→7:48 - Examples on Limit of Sequence of Real Number| All about Series by GP Sir
→8:25 - Concepts on Convergent Sequence of Real Number| All about Series by GP Sir
→8:44 - Concepts on Divergent Sequence of Real Number| All about Series by GP Sir
→9:19 - Concepts on Oscillatory Sequence of Real Number| All about Series by GP Sir
→10:30 - Examples on Sequence of Real Number| All about Series by GP Sir
→13:43 - Question for comment box on Sequence of Real Number
→13:51- Conclusion of the video on Sequence of Real Number| All about Series by GP Sir

🔸🔹🔸🔹🔸🔹🔸🔹🔸🔹🔸🔹🔸🔹🔸🔹🔸🔹🔸🔹🔸🔹🔸🔹🔸🔹🔸🔹🔸🔹🔸
______________
______________

📌 USE "GPSIR" To Get 10% Discount*

#gpsir #Concavity #Inflection-points
------------------------------------------------

👤 My Social Media Handles


✅Our YouTube Channels

📚 Important Course Playlists

📚 Following Topics Are Also Available

Thanks For Watching My Video 🙏🏻
Like, Share & Subscribe 💯
Dr.Gajendra Purohit

[shreyamishra]

Thank you so much sir for restarting this series ❤️🙏

[vishal]

Option d may be divergent thank you sir
Constant sequence up to infinite

[PoemKumari-qrli]

If the sequence has unique limit point then the sequence is always convergent.

i.e option A is correct.

[purviverma]

option A is correct always convergent.

[Ajayyyyyy_]

Sir please uploads videos on statistics

[lalitsingh]

Very good morning sir with happy new year 🎉🙏

[prakashgupta]

If sequence is unique limit point and not bounded like infinity so option B is correct if any sequence limit point it never be divergent so B is correct

[Pickyboom]

Not always convergent as u see the example of 2 when n is prime it is divergent option D is correct

[GodOfKal.]

C if the sequence is bounded then the answer is A

[smilesmilie]

It's c because ocillatory sequence may have unique limit point...
And there is no evidence for bounded sequence....

[SandyRomeo-oyhe]

Sir..me msc 3rd sem me hu to csir net ka form fill kr skta hu??

[bimandaschakraborti]

2:05 sir a. n sequence kaysa aya.. Range