| Exam | - Vedic Mathematics techniques can potentially be beneficial in various competitive exams that involve mathematical reasoning and calculations. Some of the exams where these techniques may be useful include:, 1. **Engineering Entrance Exams:** Exams like JEE (Joint Entrance Examination) for admission to engineering colleges often have a mathematics section where quick and accurate calculations are crucial., 2. **Management Entrance Exams:** Tests like CAT (Common Admission Test) and other management entrance exams may have quantitative aptitude sections where speed in calculations can be advantageous., 3. **Banking Exams:** Exams conducted by banks for recruitment, such as IBPS PO, SBI PO, and others, often have a quantitative aptitude section where quick calculations are essential., 4. **Civil Services Exams:** Competitive exams like UPSC Civil Services Exam have a mathematics component, and Vedic Mathematics can be helpful for faster calculations., 5. **State Public Service Exams:** Various state-level public service exams may include a mathematics section where time management is crucial., 6. **Railway Exams:** Exams conducted by railway recruitment boards often have a quantitative aptitude section where Vedic Mathematics techniques can be applied., 7. **SSC (Staff Selection Commission) Exams:** SSC exams, including SSC CGL (Combined Graduate Level) and SSC CHSL (Combined Higher Secondary Level), have quantitative aptitude sections., 8. **GATE (Graduate Aptitude Test in Engineering):** GATE, which is conducted for admission to postgraduate programs in engineering, may have mathematical sections where speed in calculations can be an asset.
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| Table of Contents | - Multiplication Using Urdhava-tiryagbhyam Sutra
Two Digit Multiplication
1.1 2 xl digit Multiplication
1.2 LHS to RHS Multiplication
2. Three Digit Multiplication
3. Four Digit Multiplication
4. Decimal Number Multiplication
5. Multiplication of special cases
5.1 Antyayordashke 'pr 10 Multiplication
5.2 Antyayordashke 'pr 100 Multiplication
5.3 Antyayordashke 'pr 1000 Multiplication
6. Multiplier is or 9999
Case 1. When no. of Digits in Multiplicand is equal to no. of 9s (Multiplier)
Case 2: When no. of digits in Multiplicand is less then no. of 9s (Multiplier)
Case 3: When no. of digits in Multiplicand is more then no. of 9s (Multiplier)
7. Mental Multiplication of number ending with 9 i.e. 19-99
8.Multiplication by 11
9. Multiplication by Multiples of 11 eg. 22,33,44,55...121
10. Multiplication by 111
11. Multiplication by 101
12. Multiplication by 1001
13. Multiplication by 12 ,13,14,15,16, 17..
14. Trick of Approximation for Multiplication of any Number by 12
15. Algebraic Expressions using Vedic Mathematics
Case 1 : (Simple Case)[Two Trinomials using (2 x 2)]
Case 2: [Two Trinomials using (3 x 3)]
Case 3 :[If power of x is absent]
16. Sum of products and Product of sums
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