Derivation of common trig functions and trig identities
Àpd 49.98 C$ /h
I will take you through some common trigonometry functions by deriving the sin rule, cosine rule, and trig area of triangle. This requires you to have a grasp of basic trig (i.e. SOHCAHTOA). I will then take this basic trig to derive common trig identities.
Informations supplémentaires
Bring a pen and paper or a tablet to make some notes.
Lieu
En ligne depuis Royaume-Uni
Présentation
I have experience teaching KS2 to undergrad
I am exam marker for A'level (KS5) exam modules
I am a writer and proof reader for a publishing company
As a hobby i write maths eBooks (sell about 250 copies a month)
Written maths courses for two training companies
Excel and access trainer
I am exam marker for A'level (KS5) exam modules
I am a writer and proof reader for a publishing company
As a hobby i write maths eBooks (sell about 250 copies a month)
Written maths courses for two training companies
Excel and access trainer
Education
Mathematics at Open university
Mathematics at Bolton University
PGCE (M) at Bolton University
MPhil/ PhD Computational dynamics Manchester Metropolitan University
Mathematics at Bolton University
PGCE (M) at Bolton University
MPhil/ PhD Computational dynamics Manchester Metropolitan University
Expérience / Qualifications
1st class hons degree (Mathematics)
Distinction PGCE (M) (numeracy teaching)
MPhil / PhD Computational fluid dynamics (not completed)
I am a qualified teacher. I have taught in classrooms, lecture theatres and conferences. I have taught for one-to-one , small groups, standard classes and lectures of up to 75 people. My teaching experience is in a classroom setting and also online.
Distinction PGCE (M) (numeracy teaching)
MPhil / PhD Computational fluid dynamics (not completed)
I am a qualified teacher. I have taught in classrooms, lecture theatres and conferences. I have taught for one-to-one , small groups, standard classes and lectures of up to 75 people. My teaching experience is in a classroom setting and also online.
Age
Adolescents (13-17 ans)
Adultes (18-64 ans)
Seniors (65+ ans)
Niveau du Cours
Intermédiaire
Avancé
Durée
60 minutes
Enseigné en
anglais
Compétences
Disponibilité semaine type
(GMT -05:00)
New York
Mon
Tue
Wed
Thu
Fri
Sat
Sun
00-04
04-08
08-12
12-16
16-20
20-24
I teach mathematics at all levels. I like to look at maths from a different direction to help my students make links between different areas of mathematics.
I can run classes at any level of mathematics. I like to teach secondary level and specialise in college (A'level) mathematics. I can also teach further maths and statistics.
I can run classes at any level of mathematics. I like to teach secondary level and specialise in college (A'level) mathematics. I can also teach further maths and statistics.
Garantie Le-Bon-Prof