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Mathematics Short Tricks/MATH MISSING NUMBER.

Mathematics Short Tricks/MATH MISSING NUMBER.

https://www.gyanodhan.com/video/5A3.%20Mathematics%20Short%20Tricks/154.%20MATH%20MISSING%20NUMBER.mp4

Creating a Multinational Software Development Company is a major but achievable goal. Hereโ€™s a step-by-step roadmap to help you go from idea to global presence:


HOW TO BUILD A MULTINATIONAL SOFTWARE DEVELOPMENT COMPANY

Phase 1: Foundation & Planning

1. Master the Core Skills

2. Market Research

3. Define a Niche or USP


Phase 2: Build Your First Team and Product

4. Form a Legal Company

5. Build a Portfolio

6. Set Up Essential Tools


Phase 3: Go Global

7. Remote Global Hiring

8. International Clients & Outreach


Phase 4: International Presence

9. Register Subsidiaries or Branch Offices

10. Comply with International Laws


Phase 5: Scale Up & Diversify

11. Invest in Branding & PR

12. Create Scalable Software Products

13. Form Strategic Partnerships


Bonus Tips


Final Advice:

Start small but think globally from Day 1. Focus on quality, client success, and repeatable systems. Once your reputation is built, international growth will come faster than you expect.


Would you like a business plan template, pitch deck, or help setting up your first team and tools?

Here are some Mathematics short tricks for solving missing number problems, often found in competitive exams or puzzles:


MATH MISSING NUMBER โ€“ SHORT TRICKS

Missing number puzzles often come in number series, grids, triangles, or matrices. Letโ€™s break down common patterns and tricks to solve them:


1. Arithmetic Pattern Trick

Check for simple additions, subtractions, or differences between numbers.

Example:

7, 14, ?, 28
โ†’ Difference of +7 each time
โ†’ Missing number = 21

2. Multiplication or Division Trick

Numbers may increase/decrease using multiplication/division.

Example:

2, 4, 8, ?, 32
โ†’ Multiply by 2
โ†’ Missing number = 16

3. Square or Cube Pattern

Check if numbers are perfect squares or cubes.

Example:

1, 4, 9, 16, ?, 36
โ†’ Squares: 1ยฒ, 2ยฒ, 3ยฒ...
โ†’ Missing number = 25 (5ยฒ)

4. Alternating Pattern

Two patterns may alternate in odd-even positions.

Example:

1, 3, 2, 6, 3, ?, 4
โ†’ Odd positions: +1
โ†’ Even positions: ร—2
โ†’ Missing number = 12 (6ร—2)

5. Matrix/Grid Pattern (Row/Column Logic)

In 3ร—3 grids, check sums/products across rows/columns.

Example:

2 4 6  
3 6 9  
4 ? 12  
โ†’ Logic: Multiply 1st ร— 2nd = 3rd  
โ†’ 4 ร— 3 = 12 โ‡’ ? = 3

6. Difference of Squares or Multiples

Sometimes answers are hidden in patterns like:

Example:

36, 25, ?, 9  
โ†’ Squares: 6ยฒ, 5ยฒ, 4ยฒ, 3ยฒ  
โ†’ Missing number = 16

7. Trick with Sum of Digits

Look at the sum of digits of each number.

Example:

123 โ†’ 1+2+3 = 6  
234 โ†’ 2+3+4 = 9  
345 โ†’ 3+4+5 = 12  
โ†’ Missing sum = 15 โ†’ Number = 456

Pro Tips:


Would you like a PDF with practice problems or a video explanation in Hindi/English?

Mathematics Short Tricks/MATH MISSING NUMBER.

โ€˜JUST THE MATHSโ€