Elliott Wave Principle & Fibonacci Retracement
| TOTAL DURATION | CERTIFICATION VALIDITY | COURSE TYPE |
|---|---|---|
| 14 Hours | No Expiry Date | Online Interactive |
For more information, please Contact:
Counsellor : +91 7418954716 / +91 8080533088
Email id: gen_pdp@nse.co.in
The "Elliott Wave Principle & Fibonacci Retracement" program is designed to provide a comprehensive understanding of two powerful tools in Technical Analysis. This 14-hour course will equip participants with the skills to identify market trends, interpret wave patterns, and effectively apply these concepts in their investment strategies.
Elliott Wave Principle:
- The Patterns That Describe Trending Market Movement
- Diagonal Triangles (Wedges)
- Rules of Elliott Waves
- Impulse Wave
- Extensions
- Truncations
- Leading and Ending Diagonals
- Alternation
- Channels
- Triangles
- Zig Zags, Double and Triple
- Flat Corrections
- Complex Corrections
Fibonacci Series:
- Formula for Fibonacci Retracement Levels
- Use of Fibonacci Ratios in Elliott Wave Theory
- Identifying Fibonacci Retracement Levels in a Chart
Fibonacci Trading Strategies:
- Cup and Handle Price Pattern
- Fibonacci Arc Trading Strategy
- Fibonacci Fan Trading Strategy
- Fibonacci Trendline Strategy
- Live online interactive classes by professional faculty
- Class recordings available for a limited period
- Access through mobile, desktop and laptop
- Certification from NSE Academy
- This course is suitable for individuals interested in technical analysis, including traders, investors, and financial professionals.
- There are no specific eligibility criteria for enrollment, but a basic understanding of financial markets and trading terminology would be beneficial.
- Participants should have a keen interest in learning about technical analysis.
- Gain knowledge and skills to use the Elliott Wave Principle and Fibonacci Retracement effectively in Capital Markets.
- Learn to identify wave patterns and understand market movements.
- Apply Fibonacci Retracement levels in trading decisions.
- Implement various Fibonacci-based strategies in investment planning.