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Show previous answers 
Anand Kumar replied | 2 hrs ago
When x does not equal to zero then it will be equal to one
Show previous answers 
Suneeta replied | 21 hrs ago
The important teaching skills of yoga teacher:
1. Lesson Plan
2. Methods of Teaching Yoga
3. Managing and Executing yoga classes
4. Effective Teaching Skills
5. Communication through conversation
6. Communication through non- conversation
Krutika replied | 3 hrs ago
A good yoga teacher should have a balanced combination of technical knowledge, communication, and interpersonal skills. The key teaching skills include:
Clear Communication: Ability to give simple, precise verbal instructions so students can follow safely and confidently.
Strong Observation Skills: Carefully observing students’ posture, alignment, and breathing to prevent injuries and provide timely corrections.
Knowledge of Anatomy & Safety: Understanding body mechanics, limitations, and contraindications to ensure safe practice for all age groups.
Adaptability & Modifications: Modifying poses according to different fitness levels, injuries, and individual needs.
Breath & Mindfulness Guidance: Teaching proper breathing techniques and encouraging mind–body awareness during practice.
Class Sequencing: Designing well-structured sessions that include warm-up, asana practice, relaxation, and meditation.
Empathy & Patience: Creating a supportive, non-judgmental environment where students feel comfortable and motivated.
Professional Ethics: Maintaining discipline, punctuality, respect, and clear boundaries with students.
A skilled yoga teacher not only teaches asanas but also helps students improve their physical health, mental calmness, and overall well-being.
Show previous answers 
Ravinder Kaur replied | 3 days ago
The major Yoga traditions of India are Hatha Yoga, Raja Yoga, Karma Yoga, Bhakti Yoga, and Jnana Yoga
Eva Dandona replied | 1 day ago
Raja Yoga
Hatha Yoga
Karma Yoga
Bhakti Yoga
Jnana Yoga
Kriya Yoga
Tantra Yoga
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Ankit Gupta replied | 4 days ago
Any function's value is defined on the domain in which the function is valid.
Here, x/x has domain - all real numbers except 0. This means that x can take any value except 0 for the function to be defined.
For the mentioned domain, the value of x / x will always be equal to 1. But when x = 0, x / x will not be defined and will have limiting cases.
Left hand limit and right hand limit of x / x when x --> 0 is 1 but this is not equal to 1.