NDA
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New answer posted
a year agoContributor-Level 9
Yes, since Jawaharlal Nehru University in New Delhi recognises the National Defence Academy for awarding B.A./B.Sc./B.Sc. (Computer Science) degrees to Army Cadets and B Tech degrees to Navy and Air Force Cadets. Jawaharlal Nehru University (JNU), located in New Delhi, has acknowledged the NDA since 1973.
The All India Council for Technical Education (AICTE) has additionally accredited NDA for the delivery of B.Tech. programmes in Mechanical Engineering, Computer Science and Information Technology, and Applied Electronics and Communication. At the moment, NDA only offers the B Tech (AEC) programme. Mechanical engineering will star
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a year agoContributor-Level 10
NDA syllabus is prescribed by the examination authority. The syllabus comprises the topics that candidates need to prepare for the exam. The first and foremost step towards preparation is going through the syllabus. Knowing the syllabus helps candidates to plan a strategy to ace the exam, thereby, giving them the right direction for preparation. NDA syllabus has two sections for the written exam, General Ability Test (GAT) and Mathematics. GAT aims to test the candidate's basic knowledge of History, GK, Current Affairs of National and International Events, English, Science, and Geography. On the other hand, the Mathematics paper of NDA
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a year agoContributor-Level 10
The Union Public Service Commission (UPSC) which is the examination conducting body for NDA 2024, released the application form for NDA 1 on December 20th, 2023. The last date to submit the form was January 9 ,2024 .
Candidates can fix their mistakes in the form through correction window which will be open from January 10th to January 16th 2024.
To know more about the examination, refer to the official website.
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Guide-Level 14
In the NDA (National Defence Academy) exam, Calculus is a significant component of the Mathematics syllabus. Focus on essential calculus topics to excel in this section. Key concepts include limits, continuity, and differentiability. Understanding derivatives, especially their applications in rates of change and optimization, is crucial. Integration and its applications in finding areas under curves and volumes of revolution are vital topics. Additionally, grasp the fundamentals of differential equations, as questions related to them are common. Emphasize practicing problems that involve a combination of different calculus concepts to
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