Send Inquiry
0804580023608045800236
English
Spanish
French
German
Italian
Chinese (Simplified)
Japanese
Korean
Arabic
Portuguese
Pythagoras Theorem Model
32832.0 INR/Piece
Product Details:
- Power Not required (manual, non-electric)
- Age Group Suitable for school students (10 years and above)
- Product Type Pythagoras Theorem Demonstration Model
- Material High-quality plastic top with a sturdy metal frame
- Color Red tabletop with blue frame
- Style Educational/Mathematics teaching aid
- Dimensions Approx. 45 cm x 45 cm x 75 cm (L x W x H)
- Click to view more
X
Pythagoras Theorem Model Price And Quantity
- 1 Piece
- 32832.0 INR/Piece
Pythagoras Theorem Model Product Specifications
- Approx. 45 cm x 45 cm x 75 cm (L x W x H)
- Pythagoras Theorem Demonstration Model
- Red tabletop with blue frame
- Educational/Mathematics teaching aid
- To visually demonstrate and prove the Pythagoras Theorem for educational purposes
- Suitable for school students (10 years and above)
- Not required (manual, non-electric)
- High-quality plastic top with a sturdy metal frame
- Lightweight, portable design for easy classroom movement
- Primary, Secondary and High School
- Easy to clean with a damp cloth
- Smooth plastic resistant to stains and scratches
- Non-toxic material, child-safe edges
- No assembly required, ready to use out of the box
- Physical/model-based
- Mathematics laboratory apparatus, classroom demonstration tool
- Model base with three square sections to illustrate a2 + b2 = c2
Product Description
This is a Pythagoras Theorem Activity Demonstration Table, a specialized educational science and mathematics furniture piece designed for schools, science laboratories, and activity-based learning centers. The table features a permanently mounted 3D Pythagoras theorem model on a bright red FRP tabletop, supported by a robust navy blue metal frame. This product brilliantly combines furniture and a mathematical teaching aid into one integrated unit, making it an invaluable tool for teaching one of the most fundamental concepts in geometry and mathematics the Pythagorean Theorem (a + b = c).Engaging Visual Learning
This model provides a dynamic, tangible way for students to grasp the relationship between the sides of a right-angled triangle. By physically demonstrating the equation a^2 + b^2 = c^2 using colored square sections, students can observe and understand abstract mathematical concepts through interactive visualization.
Durable and Safe Construction
Made from premium smooth plastic over a robust metal frame, the model is both kid-friendly and resilient. Non-toxic materials and rounded, child-safe edges ensure student safety, while the non-porous surfaces resist stains and scratches, making maintenance simple and extending the model's lifespan.
Ready Out of the Box
The apparatus is completely assembled and requires no electrical power. Its lightweight nature and compact dimensions (approximately 45 cm x 45 cm x 75 cm) make it portable, enabling effortless movement between classrooms or storage areas, maximizing usability and convenience for teachers.
FAQ's of Pythagoras Theorem Model:
Q: How does the Pythagoras Theorem Model operate in a classroom setting?
A: The apparatus visually demonstrates the Pythagorean Theorem by using three square sections that represent the squares built on the sides of a right triangle. Teachers or students can utilize it in real time to prove that the sum of the areas of the smaller squares equals the area of the largest square, facilitating a deeper comprehension of the mathematical principle.Q: What are the primary benefits of using this model for students?
A: By providing a tangible and interactive demonstration, the model helps students of varying ages and learning styles more easily understand and retain the Pythagorean Theorem. This hands-on approach can improve engagement, foster curiosity, and support conceptual clarity in mathematics education.Q: When is it appropriate to introduce this model during mathematics lessons?
A: The model is best utilized when introducing or reinforcing the concept of the Pythagorean Theorem, typically in classes covering geometry or foundational algebra. It is particularly effective for students aged 10 and above, aligning with upper primary through high school curriculum.Q: Where should the model be placed for effective demonstration?
A: Ideally, position the model on a flat and stable tabletop surface at the front of the classroom where all students can easily view the demonstration. Its compact and portable design allows for flexible placement and easy repositioning as needed.Q: What is the process for cleaning and maintaining the model?
A: Maintenance is straightforward-wipe the smooth plastic surfaces with a damp cloth to keep it clean. The materials are resistant to stains and scratches, ensuring long-term use with minimal effort.Q: Is the apparatus suitable and safe for younger students?
A: Yes, the model is constructed from non-toxic materials and features child-safe edges, making it appropriate for students aged 10 and above. It was designed to ensure safety during classroom activities.Tell us about your requirement
Price:
Quantity
Select Unit
- 50
- 100
- 200
- 250
- 500
- 1000+
Additional detail
Mobile number
Email
Other Products in 'Science Park Equipment' category
Contact Details
- No. 46, 1st Main Road, New Colony, Chromepet,Chennai - 600044, Tamil Nadu, India
- Phone : 08045800236
ANKIDYNE PLAYGROUND EQUIPMENTS & SCIENCE PARK
An ISO 9001 : 2015 Certified
An ISO 9001 : 2015 Certified
- Mr Padmanabhan A S (Marketing Director)
- Mobile : 08045800236
- info@ankidyne.com
- Fax : +91 44 66904488
|
Send Inquiry
Send SMSANKIDYNE SCIENCE PARK & PLAYGROUND EQUIPMENTS
All Rights Reserved.(Terms of Use)
Developed and Managed by Infocom Network Private Limited.
Developed and Managed by Infocom Network Private Limited.
