CA foundation / Business Mathematics / Equations/ EXERCISE 2 (E) (Sum 10 & 11 solutions) Tamil

ca foundation maths in tamil / Business Mathematics, logical reasoning and Statistics

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CA Course :
Eligibility :
The candidate can register for CA Foundation after passing in secondary school examinations (Class-X) and appear in foundation exam after qualifying the 12th examinations. ICAI has allowed provisional registration for 10th class passed students.
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CA Foundation is a partially subjective and a partially objective test comprising the following four papers:

Principles and Practices of Accounting.

Business Laws and Business Correspondence and Reporting.

Business Mathematics and Logical Reasoning & Statistics.

Business Economics & Business and Commercial Knowledge

The first two papers are subjective while the latter two are objective. Each paper is worth 100 marks for a total of 400 marks.
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Registration:

A candidate has to register for CA Foundation Course by filling up the online registration form available on the ICAI website. The last date for registration is December/June for May/Nov terms of examination. Registration to CA Foundation course is valid only for three years.

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Operation Management :

Operations management (OM) is the administration of business practices to create the highest level of efficiency possible within an organization. It is concerned with converting materials and labor into goods and services as efficiently as possible to maximize the profit of an organization. Operations management teams attempt to balance costs with revenue to achieve the highest net operating profit possible.

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Operation Research :

Operations research (OR) is an analytical method of problem-solving and decision-making that is useful in the management of organizations. In operations research, problems are broken down into basic components and then solved in defined steps by mathematical analysis.
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The process of operations research can be broadly broken down into the following steps:

Identifying a problem that needs to be solved.
Constructing a model around the problem that resembles the real world and variables.
Using the model to derive solutions to the problem.
Testing each solution on the model and analyzing its success.
Implementing the solution to the actual problem

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