Teaching & Education
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New answer posted
8 years ago
1 Follower
149 Views
New answer posted
8 years ago
0 Follower
126 Views
R
rahul r
Scholar-Level 18
RIE CEE 2018 syllabus is not out yet. However, candidates can refer RIE CEE syllabus for 2017 (mentioned in the table at the link below) to perform well in the teaching entrance exam. https://www.shiksha.com/teaching-education/exams/rie-cee/syllabus.
New answer posted
8 years ago
0 Follower
27 Views
Atish ChandraTech, Travel & Food
Guide-Level 13
To become a TGT teacher in government schools, you should clear B.A/B.Com/B.Sc (any one stream) +B.Ed+CTET level 2!
Good luck!
Good luck!
New answer posted
8 years ago
1 Follower
113 Views
A
Abhijeet Kumar
Beginner-Level 4
You can apply for the entrance test conducted by various universities or colleges. On The basis of your performance in that test, you can take admission.
New answer posted
8 years ago
0 Follower
21 Views
Saloni JainEducational Counsellor, Blogger & Academic Expert
Beginner-Level 4
Hi Ankush, Good to know that you want to make your career in teaching line!
As the commerce field has many career opportunities in the lectureship field, this decision would prove as the right one for you. To become a lecturer in any university, the UGC NET qualification is compulsory. If you're not aware of this exam, you can visit the page to get the complete details for the same - https://www.eduncle.com/cbse-ugc-net-exam click on the link & know what is UGC NET Exam. However, to appear in the exam, you'd be required to have a PG degree in commerce. Only after that, you'd be eligible for this exam. This exam is conducted only for tho
As the commerce field has many career opportunities in the lectureship field, this decision would prove as the right one for you. To become a lecturer in any university, the UGC NET qualification is compulsory. If you're not aware of this exam, you can visit the page to get the complete details for the same - https://www.eduncle.com/cbse-ugc-net-exam click on the link & know what is UGC NET Exam. However, to appear in the exam, you'd be required to have a PG degree in commerce. Only after that, you'd be eligible for this exam. This exam is conducted only for tho
...more
New question posted
8 years ago
0 Follower
61 Views
New answer posted
8 years ago
0 Follower
269 Views
Prashant Pandey
Contributor-Level 10
Can you please elaborate on the part "on behalf of Wipro"? It would be easier to answer your query then. However, for the eligibility criteria of NET Exam, check this link: https://cbsenet.nic.in/CMS/Public/View.aspx?page=80
Best of Luck.
Best of Luck.
New answer posted
8 years ago
0 Follower
27 Views
Shivam Chhirolyashivamchhirolya@gmail.com
Scholar-Level 17
Of course, you can do B.Ed course. There is no problem.
New answer posted
8 years ago
0 Follower
94 Views
Shivam Chhirolyashivamchhirolya@gmail.com
Scholar-Level 17
There won't be a problem if your English is not good. You can go ahead with your admission.
New answer posted
8 years ago
0 Follower
33 Views
Shivam Chhirolyashivamchhirolya@gmail.com
Scholar-Level 17
Unit-1
Inequalities involving arithmetic, geometric, and harmonic means, Cauchy-Schwarz
inequality. Unit-2
Sequences: Cauchy sequence, Cauchys General principle of convergence, Subsequences, Convergence and divergence of monotonic sequences, Sandwich theorem. Infinite series: statements of basic properties of infinite series (without proofs), Convergence, Absolute and conditional convergences. Tests for convergence: Comparison test, Ratio test, Raabes test, Leibnitzs test. Unit-3
Functions of one variable: Limit, Continuity, Differentiability, Rolls Theorem, Mean value
theorems and applications, Taylors theorem. Unit-4
Critical points, conve
Inequalities involving arithmetic, geometric, and harmonic means, Cauchy-Schwarz
inequality. Unit-2
Sequences: Cauchy sequence, Cauchys General principle of convergence, Subsequences, Convergence and divergence of monotonic sequences, Sandwich theorem. Infinite series: statements of basic properties of infinite series (without proofs), Convergence, Absolute and conditional convergences. Tests for convergence: Comparison test, Ratio test, Raabes test, Leibnitzs test. Unit-3
Functions of one variable: Limit, Continuity, Differentiability, Rolls Theorem, Mean value
theorems and applications, Taylors theorem. Unit-4
Critical points, conve
...more
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