Dear aspirant, you may follow the link below to download the pdf for the syllabus for gate mechanical engineering:

https://engineering.careers360.com/articles/gate-syllabus

Hope it helps.

All the best:)

IPMAT is conducted in computer-based mode for a duration of two hours.

There are a total of 100 questions from broadly two areas - Quantitative Ability (Multiple Choice and Short Answer Questions) and Verbal Ability (Multiple Choice Questions).

1. Quantitative Ability- MCQ-40 mins-40 Questions
2. Quantitative Ability-SA-40 mins-20 Questions
3. Verbal Ability-40 mins-40

Hello Aspirant,

Hope your doing good.

According to PCI 1st sem course of topics would include these:

(rougly includes)

1.Human Anatomy and Physiology I– Theory  2.Pharmaceutical Analysis I – Theory 3.communication skills- theory . 4.Remedial Biology/ Remedial Mathematics – Theory  5. Human Anatomy and Physiology – Practical  and practicals for

• English Language and Comprehension:-Unseen passages, Grammar, Comprehension, Proverbs, Antonyms, Synonyms, One word substitute, Sentence and Word Correction, Spell checks, Cloze Passages
• Legal Awareness;- Legal propositions, Conclusions, Legal Maxims, Bare Acts of the Indian
• General Knowledge :- Static General Knowledge, Current Affairs.
• Analytical

Hello,

This year NTA has changed the pattern. There are  75 questions in total where each section will have 25 questions. From 25, 20 questions will be of MCQ where you will get 4 options and have to choose one. Other 5 are numerical based questions where you have to

XAT Exam has only 4 sections-

• Decision Making (DM)

• Quantitative ability and data interpretation (QA and DI)

• Verbal and logical ability (VA and LR)

• General Knowledge (GK)

Decision Making (DM) includes -

• Arithmetic
• Analytical Reasoning
• Situational etc

Quantitative ability and data interpretation (QA and DI) -

Arithmetic

• Time and Work

JAM Mathematical Statistics Syllabus 2020

For Mathematics:-

Sequences and Series - Comparison, Root and Ratio Tests for Convergence of Series of Real Numbers, Convergence of Sequences of Real Numbers.

Differential Calculus - Limits, Continuity and Differentiability of Functions of One and Two Variables. Rolle's Theorem, Mean Value Theorems, Indeterminate Forms,