1st lesson free
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Asma
- Price $57
- Answer 24h
-
Students27
Number of students Asma has accompanied since arriving at Superprof
Number of students Asma has accompanied since arriving at Superprof
$57/h
Contact
1st lesson free
- Maths
- Algebra
- Arithmetic
- Statistics
Online Tutoring: Statistics, Mathematics and Applied Sciences by London based PhD. Well versed in R programming
- Maths
- Algebra
- Arithmetic
- Statistics
Lesson location
About Asma
I have completed PhD in Statistical Science , owing to my passion for Mathematics specifically Statistics. I have been teaching Statistics at University level to undergraduate students for last 5 years in different roles, both outside and in London (UK).
I have extensive experience in R and familiar with Python Language. In addition, I have been providing tuition services from primary to Udergraduates for quite some time.
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About the lesson
- Primary School
- High School
- Year 10
- +8
levels :
Primary School
High School
Year 10
Year 11-12
Year 12
TAFE
Adult
Undergraduate
Diploma/Certificate
Postgraduate
PhD
- English
All languages in which the lesson is available :
English
Teaching method is adaptive based on individual or group teaching. One to one teaching methodology is based entirely on individual's relative needs, hence, my methodology changes according to the student's potential, learning needs etc. I begin with asking questions to evaluate, the strong and weak areas , thereby plan to tackle the same.
In group teaching, I talk to each individual so as to evaluate the specific needs and the plan to teach in manner that may address the collective needs while sparing some time to those who need more attention.
The common strategy is ongoing assessment during the lesson via questioning or assigning little tasks.
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Rates
Price
- $57
Pack prices
- 5h: $287
- 10h: $573
free lessons
The first lesson with Asma will allow you to get to know each other and discuss your needs for future lessons.
- 30mins
online
- $57/h
Details
The lesson rate reflects base price for secondary and GCSE students. University level tuition will vary according to the needs of the subject
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