filmov
tv
[A Level Further Math] Hyperbolic Function | Part 1 | Further Pure Mathematics 2
Показать описание
🎓🧞♂️Timestamps
00:48 - Theory
02:18 - Graphs
03:24 - Identities
06:00 - Differentiation
10:22 - Example
🎓🧞♂️View previous lesson at
🎓🧞♂️View next lesson at
🎓🧞♂️About GenieUs Hub
Hello Geniuses! GenieUs Hub is an informative and interactive channel which is dedicated to aid A-level students and teachers, with related contents ranging from past year questions solving to university application process. Subscribe to go the extra mile to achieve your desired grades and universities.
Comment to let us know the subtopics you are struggling with!
🎓🧞♂️About Mr Koay
As a student in Cambridge University, Mr Koay was awarded Christ's College International Award for his outstanding academic performance. He has also accumulated multiple teaching experiences through online tutoring - more than 750 hours of tutoring students ranging from A-level to university.
Mr Koay's A level results:
Further Mathematics [99]
Mathematics [97]
Chemistry [ 96]
Physics [95]
Looking for private tuition from Mr Koay?
Reach him through WhatsApp at +6017 526 1320 today!
🎓🧞♂️ Fill up the form to nominate an educator
🎓🧞♂️Social media
|Royalty Free Music from Bensound|
00:48 - Theory
02:18 - Graphs
03:24 - Identities
06:00 - Differentiation
10:22 - Example
🎓🧞♂️View previous lesson at
🎓🧞♂️View next lesson at
🎓🧞♂️About GenieUs Hub
Hello Geniuses! GenieUs Hub is an informative and interactive channel which is dedicated to aid A-level students and teachers, with related contents ranging from past year questions solving to university application process. Subscribe to go the extra mile to achieve your desired grades and universities.
Comment to let us know the subtopics you are struggling with!
🎓🧞♂️About Mr Koay
As a student in Cambridge University, Mr Koay was awarded Christ's College International Award for his outstanding academic performance. He has also accumulated multiple teaching experiences through online tutoring - more than 750 hours of tutoring students ranging from A-level to university.
Mr Koay's A level results:
Further Mathematics [99]
Mathematics [97]
Chemistry [ 96]
Physics [95]
Looking for private tuition from Mr Koay?
Reach him through WhatsApp at +6017 526 1320 today!
🎓🧞♂️ Fill up the form to nominate an educator
🎓🧞♂️Social media
|Royalty Free Music from Bensound|
[A Level Further Math] Hyperbolic Function | Part 1 | Further Pure Mathematics 2
A-Level Further Maths H1-06 Hyperbolic Functions: Solve cosh(x)=3sinh(x)-1
A-Level Further Maths H1-01 Hyperbolic Functions: Introduction
Edexcel A Level Further Maths Core Pure | Hyperbolic Functions
Hyperbolic Functions 1 • Definitions and Graphs • CP2 Ex6A • 🎯
Hyperbolic Calculus 3 • Substitutions for Hyperbolic Integration • CP2 Ex6E • 🏆
A Level Further Maths | Core Pure | Introduction to Hyperbolic Functions
A Level Further Maths | Core Pure | Integrating Hyperbolic Functions
[A Level Further Math] Hyperbolic Function | Part 2 | Further Pure Mathematics 2
Hyperbolic Trig Functions - Basic Introduction
Core Pure 1 Reaction + Predictions for CP2: A-Level Further Maths Exams 2024 [Edexcel]
A-Level Further Maths H2-02 Hyperbolic Calculus: Differentiation Examples
Integration By Substitution with Trig and Hyperbolic Substitutions [Yr2 (Further) Pure Core]
Hyperbolic Calculus 2 • Integrating with Hyperbolic Functions • CP2 Ex6E • 🏆
A Level Further Maths | Core Pure | Sketching Hyperbolic Functions.
Edexcel A Level Further Maths Core Pure | Integrating Hyperbolic Functions
Hyperbolic Calculus 1 • Differentiating Hyperbolic Functions • CP2 Ex6D • 🏆
HYPERBOLIC CALCULUS TANGENT EXAMPLE A-LEVEL FURTHER MATHS
A Level Further Maths :|: Hyperbolic Functions 1 :|: Introduction to the Hyperbolic Functions
A-Level Further Maths H1-05 Hyperbolic Functions: Identities and Osborne’s Rule
A2 Further Maths - Core - Integration using Hyperbolic Substitutions
A Level Pure Maths - Hyperbolic Functions
Edexcel A Level Further Maths Core Pure | Differentiating Hyperbolic Functions
A-Level Further Maths H1-02 Hyperbolic Functions: Sketching y=sinh(x)
Комментарии