PremiumChloe A. Mentoring -Personal Statements- tutor, GCSE Maths tutor, A L...

Chloe A.

Currently unavailable: for new students

Degree: Engineering Science (Masters) - Oxford, Keble College University

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About me

AVAILABILITY:
I am currently unavailable for new students wanting a regular weekly session however if you would like less frequent sessions or one-off help please feel free to get in touch and I may be able to help. 

About Me:
Alongside my university studies I have received a number of national scholarships and take my role as an ambassador for STEM subjects very seriously. I am a volunteer for a number of organisations which aim to help disadvantaged students reach university and have tutored a number of students to success in their exams so I have a lot of experience of working with young people and helping them to reach their potential. I am happy to help as a subject specific tutor for GCSE or A-Level, or help students through the sometimes daunting university application process.

Tutorials:
Sessions are always student-led.
Usually I send out a checklist in advance of the tutorial (which is tailored to the students exam board), once returned this allows me to plan tutorials which reflect the student's level of understanding. I will then create a set of notes, including suggested exam questions, which the student can add to during the tutorial, or use as a memory-aid following the tutorial.
I have received lots of positive feedback about this approach. 
I can also help students through questions or tasks which they bring, and the best tutorials involve this collaborative input.
The pace of sessions is determined by the student, and I am happy to go through any topic with a number of different approaches until we find one which the student finds helpful. 

My Exam Results:
I completed 4 A-Levels (plus General Studies) receiving A*s in Maths, Physics and Chemistry. I also achieved an A in Further Maths and General Studies. Alongside my A-Levels I completed an Extended Project Qualification about 'pico-hydro' power systems.

I studied for 12 GCSEs, achieving an A* grade in all, these are:
Maths, Statistics, Physics, Chemistry, Biology, English Language, English Literature, Spanish, History, Geography, Religious Studies and Citizenship. 

I also studied for a 'Free-Standing Maths Qualification' and received the top grade. 

Subjects offered

SubjectLevelMy prices
Extended Project Qualification A Level £30 /hr
Further Mathematics A Level £30 /hr
Maths A Level £30 /hr
Physics A Level £30 /hr
Chemistry GCSE £30 /hr
Maths GCSE £30 /hr
Physics GCSE £30 /hr
-Personal Statements- Mentoring £30 /hr
.PAT. Uni Admissions Test £30 /hr

Qualifications

QualificationLevelGrade
MathematicsA-LevelA*
PhysicsA-LevelA*
ChemistryA-LevelA*
Further MathematicsA-LevelA
General StudiesA-LevelA
Oxford Physics Aptitude TestUni Admissions Test-
Extended Project Qualification: EngineeringA-LevelA*
Disclosure and Barring Service

CRB/DBS Standard

31/07/2015

CRB/DBS Enhanced

No

Currently unavailable: for new students

General Availability

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Please get in touch for more detailed availability

Ratings and reviews

5from 63 customer reviews

Ash (Parent) October 13 2016

After second tutorial with Chloe our daughter began to enjoy studying physics.

Al (Parent) October 7 2016

Our daughter is really motivated, gaining confidence and seems to be learning the subject thoroughly. Thanks

Maxim (Student) August 24 2016

it was great to do the review of material and Chloe made things much more understandable. Thank you!

Maxim (Student) August 19 2016

If in Chemistry, you don't understand something, then Chloe is very good at explaining things in much simpler details.Thank you
See all reviews

Questions Chloe has answered

How do I multiply complex numbers?

A complex number has the form a+bi. We call a the 'real' bit (ie. the bit on a regular number line) and b is the 'imaginary bit.  Multiplying complex numbers is done in a very similar way to multiplying out brackets. However, you need to remember that i2 = -1. For example: what is (6+i) x (5+...

A complex number has the form a+bi. We call a the 'real' bit (ie. the bit on a regular number line) and b is the 'imaginary bit. 

Multiplying complex numbers is done in a very similar way to multiplying out brackets. However, you need to remember that i2 = -1.

For example: what is (6+i) x (5+2i)?
We multiply out the brackets, and get: 6x5 + 6x2i + ix5 +ix2i
This gives 30 + 12i + 5i - 2 (because i2=-1).
Collecting like terms we get 28+17i which is our answer.

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2 years ago

319 views

How do you add or subtract complex numbers?

A complex number has the form a+bi. We call a the 'real' bit (ie. the bit on a regular number line) and b is the 'imaginary' bit. To add or subtract complex numbers you just add the real bits of both together and the imaginary bits of both together. (You CAN'T add a real part to an imaginary ...

A complex number has the form a+bi. We call a the 'real' bit (ie. the bit on a regular number line) and b is the 'imaginary' bit.

To add or subtract complex numbers you just add the real bits of both together and the imaginary bits of both together. (You CAN'T add a real part to an imaginary part).

For example: what is (3+2i) + (5+4i)?
Real bits: 3+5=8
Imaginary bits: 2i+4i=6i
So the answer is 8+6i

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2 years ago

315 views
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