Course |
Course Outcomes |
Learning and teaching strategies |
Assessment Strategies |
|
Course Code |
Course Title |
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|
|
25GSAS220
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NUMERICAL & LOGICAL APTITUDE (Theory)
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CO1: Analyse and compile the mathematical knowledge and skills acquired. CO2: Develop logical and problem- solving abilities. Be able to adapt problem-solving and logical skills CO3: Construct the core skills associated with critical thinking, and logically sound and well-reasoned arguments. CO4: Estimate the difference between deductive and inductive reasoning. CO5: Analyze the various fallacies that can arise through the misuse of logic. CO6: Contribute effectively in course specific interaction. |
Approach in teaching: Interactive Lectures,Discussion, Tutorials,Reading assignments; Solving Questions.
Learning activities for the students: Self- learning assignments, Effective questions, Giving tasks. |
Class test, Unit end examinations, Quiz, Solving problems in Assignments. |
· Simplification
· Number System
· Squares & Roots
· Cubes & Roots
· Decimals & Fractions
· Indices & Surds
· LCM & HCF
· Ratio & Proportion
· Percentage
· Profit & Loss
· Discount
Simple Interest
· Compound Interest
· Average
· Speed Distance & Time
· Train
· Boats & Stream
· Time & Work
· Pipes & Cisterns
· Logarithms
· Partnership
· Alligation & Mixture
· Sequence & Series
· Puzzle Test
· Logical Venn Diagrams
· Syllogism
· Logical Arrangement of Words
· Statement Conclusion
· Statement Assumption
· Statement Argument
Statement Course of Actions
· Alphabet Test
· Coding Decoding
· Ranking Test
· Sitting Arrangement
· Direction Sense
· Blood Relation
· Analogy
· Classification
· Number Series
· Letter Series
· Calendar
· Clock
· Mathematical Operation
· Missing Numbers
· Cubes & Dice
Age and Arithmetical Problems
SCHEME OF EXAMINATION
Continuous Unit-wise Assessment
The Course will be assessed on a continuous basis. After the completion of each Unit (out of a total of 5 Units), a CBT (computer based test) will be conducted for that specific Unit. There will be no Semester End Examination in this Course.
There will be 50 MCQs of 2 marks each and the duration of the test will be 1½ hours (90 minutes).
The marks obtained out of 500 (100 marks per Unit) will be scaled down and awarded out of 90. 10 marks will be awarded for attendance, to make it a total of 100 marks.*
It is mandatory for all students to appear in all the 5 Tests. However, in case a student is unable to attend one or more Test(s), only one Makeup / Remedial Test will be conducted at the end of the semester. Questions from all the 5 Units will be included in the remedial Test (20 questions from each Unit). In all, 100 questions would be included in this remedial Test and maximum marks would be 100.
Since only one Makeup / Remedial Test would be scheduled at the end of the semester, student(s) who miss one or more than one Test will take only one Test but their total obtained marks will be considered out of 500 (maximum marks). Following is the tabulated version of the above:
Units |
Marks |
CASE – I |
CASE – II |
Marks obtained if a student remains absent in Test(s) |
Marks obtained if a student appears in all the Tests |
||
Unit – I |
100 |
80 |
80 |
Unit – II |
100 |
Abs |
80 |
Unit – III |
100 |
Abs |
80 |
Unit – IV |
100 |
85 |
80 |
Unit – V |
100 |
85 |
70 |
TOTAL |
500 |
250 |
390 |
The final marks obtained in both the cases shall be as illustrated below:
|
CASE-I |
CASE-II |
Maximum Marks |
500 |
500 |
Marks Awarded |
250 |
390 |
Marks Reduced (Out of 90) |
45 |
70 |
Attendance (Out of 10) |
8/10 |
8/10 |
Total Marks Obtained |
53 |
< 78 |
Hence it is advised that the students take all the Tests in the right earnest.
* Minimum Pass Mark: 36 (for non-professional programmes) 40 (for professional program
· Mathematics by R.D. Agarwal
· Arithmetics by James Edgar Thompson
Reasoning by R.S. Agarwal
uggested Readings:
· Doe Fundamentals Handbook of Mathematics Vol. 1
· Doe Fundamentals Handbook of Mathematics Vol. 2
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