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CS executive

sai sree (STUDENT) (410 Points)

03 June 2013

hai friends a small query my frd writing cs exams she is mba where she can take exemption in costing(cs exective) but she did not took. now if she didnt appear for costing subject and clear other papers can she clam that exemptions after exams. will institute permit ? plz reply thank u

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6 Replies

sai sree (STUDENT) (410 Points)
Replied 03 June 2013

plz reply frds its urgent

Rahul Bansal (Finalist) (35929 Points)
Replied 03 June 2013

No..................She can't take exemption.........

Claiming Exemptions

Exemptions on account of Possessing other Qualifications

The student has to make specific mention of the same at the time of registration and claim exemption.

The requisite fee for the same should also be paid in addition to the regular registration fee.

A candidate who is eligible for exemption by the virtue of possessing the relevant qualifications should pay an exemption fee of Rs. 100 per paper in which exemption is being claimed and make an application on or before the last date for submission of enrolment application for the particular examination.

Attested copy of the relevant qualification should also be attached with the application for claiming exemption.

The examiantion fee for a module should however be paid in full. There is no reduction in the examination fee for the papers in which the student has been exempted.

Exemptions on Getting High Marks

To claim exemption on account of scoring high marks, a student has to mention the same in the application for examination at the time of making the application for the subsequent exams.

Since there is no reduction in fee for exempted subjects either on account of having other qualifications or on account of having scored high marks in prior examinations, care should be taken to ensure that the relevant columns are properly filled in the examination application.

Foregoing Exemptions

A student if he so desires can forego the exemption he has in a subject by mentioning the same in the application for examination, i.e. by ignoring the column where the details relevant to claiming exemptions are to be filled.

The benefit once foregone cannot be availed in the subsequent attempts.

Web-Links:

PAPER-WISE EXEMPTIONS ON RECIPROCAL BASIS TO ICSI AND CMA STUDENTS

A candidate who obtains more than 60% of marks in any paper or papers and a minimum of 25% of marks in all the remaining papers of that module in which he has appeared shall be exempted from appearing in that paper in the subsequent examinations.

The candidate is required to obtain a minimum of 40% in each paper and an aggregate of 50% in the total of the remaining subjects of the module in the subsequent examinations.

example

An Attempt

Say a student has obtained the following marks in an examination

I - 65, II - 35, III - 30; Total = 130. [Aggregate < 50% → Fail]

Since the student has got marks 7ge; 60% in Paper I and has also got the minimum required in other papers i.e. ≥ 25% in Papers II and III, he/she will be exempted from appearing in Paper I in the subsequent examinations.

In the next exam the candidate is required to appear only in papers II and III and get a minimum of 40% and aggregate of 50% (total of 100) in the papers II, and III together.

Next Attempt

Say the student has obtained the following marks in the subsequent exam

Case 1
The student may obtain marks required to pass the examination.

II - 54, III - 58. Total = 112. [Aggregate ≥ 50% → Pass]
Case 2
The student may fail the examination but still obtain an exemption in one more papers additionally.

II - 30, III - 65. Total = 95. [Aggregate < 50% → Fail]

The student fails the examination. Here there is a scope for exemption in Paper III since the student obtained ≥ 60% and has got a minimum of 25% in the other paper.

In the next exam the stduent is required to appear only Paper II and get a minimum of 50%.
Case 3
The student may fail the examination and not get any new exemptions.

II - 20, III - 65. Total = 85. [Aggregate < 50% and Failed in Paper II → Fail]

Special Case » Failing after Getting an Aggregate ≥ 60%

Where a student who has appeared in all the papers of a module has failed in one paper but obtained a minimum of 60% of the total marks of the remaining subjects (not in each subject) shall be declared to have passed in that module if he secured 50% marks in that paper in which he failed in any subsequent examination.

An attempt

I - 55, II - 35, III - 72 Total = 162. [Aggregate > 50% → Fail]

Has got 60% in I and III together (i.e. the other subjects).

In the subsequent exams the student needs to appear only in paper II and get a minimum of 50% in it to pass in the module.

Courtesy:

https://www.futureaccountant.com/almanac/cs-executive-programme-results-exemptions/g7/#.UawBhNJHKkQ

1 Like

Rahul Bansal (Finalist) (35929 Points)
Replied 03 June 2013

A student is said to have passed both the modules together if he secures a minimum of 40 marks in each paper and an aggregate of 50% in all the papers of both the modules put together.

Case	Papers											Result
	Module I					Module II					Grand Total
	1	2	3	4	Total	5	6	7	8	Total	Grand Total
A	40	40	40	40	160	40	40	40	40	320	240	Failed Both
	√	√	√	√	< 50%	√	√	√	√	< 50%	< 50%
	Didn't pass any group even when considered separately
B	54	40	43	42	179	45	50	48	44	187	366	Failed Both
	√	√	√	√	< 50%	√	√	√	√	< 50%	< 50%
	Didn't pass any group even when considered separately
C	65	35	80	56	236	65	45	39	55	174	410	Failed Both
	√	x	√	√	≥ 50%	√	x	√	√	≥ 50%	≥ 50%
	Didn't pass any group even when considered separately
D	40	40	40	40	160	80	40	80	40	240	400	Passed Both
	√	√	√	√	≥ 50%	√	√	√	√	≥ 50%	≥ 50%
	Note the advantage with considering the two groups together here. The student will fail Group I if they are considered separately.
E	50	60	70	55	235	40	50	40	40	210	445	Passed Both
	√	√	√	√	≥ 50%	√	√	√	√	≥ 50%	≥ 50%
F	60	60	70	45	235	80	60	55	40	235	470	Passed Both
	√	√	√	√	≥ 50%	√	√	√	√	≥ 50%	≥ 50%
G	50	60	55	45	210	54	38	55	60	207	303	Passed Module I
	√	√	√	√	≥ 50%	√	x	√	√	≥ 50%	≥ 50%
H	48	50	45	42	185	51	48	52	62	213	398	Passed Module II
	√	√	√	√	< 50%	√	√	√	√	≥ 50%	< 50%