The width is calculated by subtracting the x-coordinates: 11.5 minus 9 equals 2.5 units. If we assume a standard scale where 1 unit equals 20 cm, the width is 50 cm. This is generally considered uncomfortable for a main room door. Specifically, a standard wheelchair requires a minimum width of aboutRead more
The width is calculated by subtracting the x-coordinates: 11.5 minus 9 equals 2.5 units. If we assume a standard scale where 1 unit equals 20 cm, the width is 50 cm. This is generally considered uncomfortable for a main room door. Specifically, a standard wheelchair requires a minimum width of about 80 to 90 cm to pass through easily. Therefore, a person in a wheelchair would not be able to enter easily.
For Detailed Solutions:
Visit NCERT Solutions for Class 9 Ganita Manjari Chapter 1 Orienting Yourself: The Use of Coordinates Question Answer:
(i) To form a rectangle, the fourth foot must align with the x-coordinate of the first point and the y-coordinate of the third, placing it at (8, 7). (ii) This spot depends on room layout; if it is near a window, it is good. (iii) The width is 2 units (9 minus 7) and the length is 3 units (11 minusRead more
(i) To form a rectangle, the fourth foot must align with the x-coordinate of the first point and the y-coordinate of the third, placing it at (8, 7). (ii) This spot depends on room layout; if it is near a window, it is good. (iii) The width is 2 units (9 minus 7) and the length is 3 units (11 minus 8). We cannot determine height because coordinates only show 2-D horizontal and vertical positions.
For Detailed Solutions:
Visit NCERT Solutions for Class 9 Ganita Manjari Chapter 1 Orienting Yourself: The Use of Coordinates Question Answer:
In a coordinate system, the x-coordinate represents the perpendicular distance of a point from the y-axis (the left wall). For the door D1 R1, the x-coordinate of D1 is 9, meaning it is 9 units away from the left wall. The y-coordinate represents the distance from the x-axis. Since the door lies dirRead more
In a coordinate system, the x-coordinate represents the perpendicular distance of a point from the y-axis (the left wall). For the door D1 R1, the x-coordinate of D1 is 9, meaning it is 9 units away from the left wall. The y-coordinate represents the distance from the x-axis. Since the door lies directly on the x-axis, its y-coordinate is 0, meaning the door is zero units away from the x-axis.
For Detailed Solutions:
Visit NCERT Solutions for Class 9 Ganita Manjari Chapter 1 Orienting Yourself: The Use of Coordinates Question Answer:
कक्षा 9 के लिए हिंदी गंगा (नया एनसीईआरटी 2026-27) दूसरा अध्याय - शेखर जोशी द्वारा रचित 'संवादहीन' ग्रामीण समाज में बुजुर्गों की उपेक्षा और अकेलेपन की मार्मिक कहानी है। ताई एक विशाल घर में अकेली रहती हैं, क्योंकि उनका परिवार शहर जा चुका है। उनके जीवन की शून्यता को मिट्ठू नामक तोता भरता है, जिससे वे अRead more
कक्षा 9 के लिए हिंदी गंगा (नया एनसीईआरटी 2026-27) दूसरा अध्याय – शेखर जोशी द्वारा रचित ‘संवादहीन’ ग्रामीण समाज में बुजुर्गों की उपेक्षा और अकेलेपन की मार्मिक कहानी है। ताई एक विशाल घर में अकेली रहती हैं, क्योंकि उनका परिवार शहर जा चुका है। उनके जीवन की शून्यता को मिट्ठू नामक तोता भरता है, जिससे वे अपनी ममता और बातें साझा करती हैं। जब ताई तीर्थ यात्रा पर जाती हैं, तो पीछे से जगन मास्टर तोते को आजाद कर देते हैं। ताई की वापसी पर उन्हें भ्रम में रखने के लिए दूसरा तोता लाया जाता है, जो बोलता नहीं है। अंततः, ताई पुनः उसी संवादहीनता और गहरे सन्नाटे में घिर जाती हैं।
For more NCERT Solutions of Class 9 Hindi Ganga Chapter 3 Samvaadheen (संवादहीन) Question Answer (2026-27)
एनसीईआरटी कक्षा 9 हिंदी गंगा अध्याय 3 संवादहीन समाधान – प्रश्न उत्तर, कठिन शब्दों के अर्थ, व्याकरण तथा सारांश – सत्र 2026-27 के लिए विद्यार्थी यहाँ से निशुल्क प्राप्त कर सकते हैं।
CBSE Ganita Manjari Maths Chapter 2 “Introduction to Linear Polynomials” focuses on algebraic concepts such as variables, coefficients, constants and degree. It explains linear polynomials of degree one and their real-life applications like growth, decay and patterns. The chapter also introduces linRead more
CBSE Ganita Manjari Maths Chapter 2 “Introduction to Linear Polynomials” focuses on algebraic concepts such as variables, coefficients, constants and degree. It explains linear polynomials of degree one and their real-life applications like growth, decay and patterns. The chapter also introduces linear equations, expressions of the form y = ax + b and their graphical representation as straight lines. It helps me understand relationships between quantities and builds a strong foundation for algebra and higher mathematics.
For more NCERT Solutions of Class 9 Maths Ganita Manjari Chapter 2 Introduction to Linear Polynomials (2026-27) Question Answers
If R1 is the point (11.5, 0), how wide is the door? Do you think this is a comfortable width for the room door? If a person in a wheelchair wants to enter the room, will he/she be able to do so easily?
The width is calculated by subtracting the x-coordinates: 11.5 minus 9 equals 2.5 units. If we assume a standard scale where 1 unit equals 20 cm, the width is 50 cm. This is generally considered uncomfortable for a main room door. Specifically, a standard wheelchair requires a minimum width of aboutRead more
The width is calculated by subtracting the x-coordinates: 11.5 minus 9 equals 2.5 units. If we assume a standard scale where 1 unit equals 20 cm, the width is 50 cm. This is generally considered uncomfortable for a main room door. Specifically, a standard wheelchair requires a minimum width of about 80 to 90 cm to pass through easily. Therefore, a person in a wheelchair would not be able to enter easily.
For Detailed Solutions:
Visit NCERT Solutions for Class 9 Ganita Manjari Chapter 1 Orienting Yourself: The Use of Coordinates Question Answer:
https://www.tiwariacademy.com/ncert-solutions/class-9/maths/ganita-manjari-chapter-1/
See lessPlace Reiaan’s rectangular study table with three of its feet at the points (8, 9), (11, 9) and (11, 7). (i) Where will the fourth foot of the table be? (ii) Is this a good spot for the table? (iii) What is the width of the table? The length? Can you make out the height of the table?
(i) To form a rectangle, the fourth foot must align with the x-coordinate of the first point and the y-coordinate of the third, placing it at (8, 7). (ii) This spot depends on room layout; if it is near a window, it is good. (iii) The width is 2 units (9 minus 7) and the length is 3 units (11 minusRead more
(i) To form a rectangle, the fourth foot must align with the x-coordinate of the first point and the y-coordinate of the third, placing it at (8, 7). (ii) This spot depends on room layout; if it is near a window, it is good. (iii) The width is 2 units (9 minus 7) and the length is 3 units (11 minus 8). We cannot determine height because coordinates only show 2-D horizontal and vertical positions.
For Detailed Solutions:
Visit NCERT Solutions for Class 9 Ganita Manjari Chapter 1 Orienting Yourself: The Use of Coordinates Question Answer:
https://www.tiwariacademy.com/ncert-solutions/class-9/maths/ganita-manjari-chapter-1/
See lessIf D1 R1 represents the door to Reiaan’s room, how far is the door from the left wall (the y-axis) of the room? How far is the door from the x-axis?
In a coordinate system, the x-coordinate represents the perpendicular distance of a point from the y-axis (the left wall). For the door D1 R1, the x-coordinate of D1 is 9, meaning it is 9 units away from the left wall. The y-coordinate represents the distance from the x-axis. Since the door lies dirRead more
In a coordinate system, the x-coordinate represents the perpendicular distance of a point from the y-axis (the left wall). For the door D1 R1, the x-coordinate of D1 is 9, meaning it is 9 units away from the left wall. The y-coordinate represents the distance from the x-axis. Since the door lies directly on the x-axis, its y-coordinate is 0, meaning the door is zero units away from the x-axis.
For Detailed Solutions:
Visit NCERT Solutions for Class 9 Ganita Manjari Chapter 1 Orienting Yourself: The Use of Coordinates Question Answer:
https://www.tiwariacademy.com/ncert-solutions/class-9/maths/ganita-manjari-chapter-1/
See lessसंवादहीन का सारांश (कक्षा 9 हिंदी गंगा अध्याय 3 पाठ्य पुस्तक 2026-27)
कक्षा 9 के लिए हिंदी गंगा (नया एनसीईआरटी 2026-27) दूसरा अध्याय - शेखर जोशी द्वारा रचित 'संवादहीन' ग्रामीण समाज में बुजुर्गों की उपेक्षा और अकेलेपन की मार्मिक कहानी है। ताई एक विशाल घर में अकेली रहती हैं, क्योंकि उनका परिवार शहर जा चुका है। उनके जीवन की शून्यता को मिट्ठू नामक तोता भरता है, जिससे वे अRead more
कक्षा 9 के लिए हिंदी गंगा (नया एनसीईआरटी 2026-27) दूसरा अध्याय – शेखर जोशी द्वारा रचित ‘संवादहीन’ ग्रामीण समाज में बुजुर्गों की उपेक्षा और अकेलेपन की मार्मिक कहानी है। ताई एक विशाल घर में अकेली रहती हैं, क्योंकि उनका परिवार शहर जा चुका है। उनके जीवन की शून्यता को मिट्ठू नामक तोता भरता है, जिससे वे अपनी ममता और बातें साझा करती हैं। जब ताई तीर्थ यात्रा पर जाती हैं, तो पीछे से जगन मास्टर तोते को आजाद कर देते हैं। ताई की वापसी पर उन्हें भ्रम में रखने के लिए दूसरा तोता लाया जाता है, जो बोलता नहीं है। अंततः, ताई पुनः उसी संवादहीनता और गहरे सन्नाटे में घिर जाती हैं।
For more NCERT Solutions of Class 9 Hindi Ganga Chapter 3 Samvaadheen (संवादहीन) Question Answer (2026-27)
एनसीईआरटी कक्षा 9 हिंदी गंगा अध्याय 3 संवादहीन समाधान – प्रश्न उत्तर, कठिन शब्दों के अर्थ, व्याकरण तथा सारांश – सत्र 2026-27 के लिए विद्यार्थी यहाँ से निशुल्क प्राप्त कर सकते हैं।
https://hindi.tiwariacademy.com/ncert-solutions/class-9/hindi/ganga-chapter-3/
See lessNCERT Solutions for Class 9 Maths Ganita Manjari Chapter 2 Question Answers
CBSE Ganita Manjari Maths Chapter 2 “Introduction to Linear Polynomials” focuses on algebraic concepts such as variables, coefficients, constants and degree. It explains linear polynomials of degree one and their real-life applications like growth, decay and patterns. The chapter also introduces linRead more
CBSE Ganita Manjari Maths Chapter 2 “Introduction to Linear Polynomials” focuses on algebraic concepts such as variables, coefficients, constants and degree. It explains linear polynomials of degree one and their real-life applications like growth, decay and patterns. The chapter also introduces linear equations, expressions of the form y = ax + b and their graphical representation as straight lines. It helps me understand relationships between quantities and builds a strong foundation for algebra and higher mathematics.
For more NCERT Solutions of Class 9 Maths Ganita Manjari Chapter 2 Introduction to Linear Polynomials (2026-27) Question Answers
https://www.tiwariacademy.com/ncert-solutions/class-9/maths/ganita-manjari-chapter-2/
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