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Hyperbola

Top Tutors who teach Hyperbola

1
Debojit Sarkar Tuition trainer in Jamshedpur Featured
Parsudih, Jamshedpur
Super Tutor
3 yrs of Exp
500per hour
Classes: Tuition, BTech Tuition and more.

I am a B.E(Civil) from Jadavpur University. I am teaching since 2021. I am very proficient in Maths and Science. My main goal is to make students...

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Prem Nagar, Hisar
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20+ yrs of Exp
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Sector-85, Faridabad
Super Tutor
20+ yrs of Exp
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I am a science gradute who enjoy teaching maths and science (except Biology) to both cbse and icse students . I am more than 40 yrs experienced tutor...

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Banjara Hills, Hyderabad
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Basaveshwara Nagar, Bangalore
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Mahavir Nagar, Delhi
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Raj Nagar Extention, Ghaziabad
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20+ yrs of Exp
800per hour
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Highly experienced Chemistry & Biology Faculty in Delhi NCR helping students from Class 11--12 improve concepts and marks. Specialized in CBSE Chemistry...

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Panvel, Mumbai
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Palluruthy, Kochi
Super Tutor
8 yrs of Exp
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Classes: Tuition Class 10 Tuition

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Gaurav Parashar Tuition trainer in Delhi Featured
Tilak Nagar, Delhi
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8 yrs of Exp
600per hour
Classes: Tuition, NEET-UG Coaching and more.

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Hyperbola Lessons

Hyperbola Basic
The standard equation of hyperbola with reference to its principal axis along the coordinate axis is given by x2/a2 - y2/b2 = 1, where b2 = a2 (e2 -1) The foci of the hyperbola are S(ae, 0) and...

Hyperbola Questions

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Answered on 07/02/2018 Learn Hyperbola +2 CBSE - Class 12/Mathematics

Sujoy D.

JU-IITKGP & 10+ years experienced for boards, JEE,NEET,OLYMPIAD & 5-12

x2 - y2 = a2 equation of rectangular hyperbola.
Answers 15 Comments
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Answered on 07/12/2016 Learn Hyperbola +2 CBSE - Class 12/Mathematics

Srinivasa Reddy

Tutor.

y-k =+/- b/a( x-h).
Answers 13 Comments
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Answered on 18/11/2016 Learn Hyperbola +2 CBSE - Class 12/Mathematics

Arunava Debnath

14 years being a Private Tutor as an @Educator-Trainer-Motivator-

A straight line that continually approaches a given curve but does not meet it at any finite distance.
Answers 12 Comments
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Answered on 07/02/2018 Learn Hyperbola +2 CBSE - Class 12/Mathematics

Sujoy D.

JU-IITKGP & 10+ years experienced for boards, JEE,NEET,OLYMPIAD & 5-12

y= mx + sqrt(a*a*m*m - b*b)
Answers 8 Comments
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