Anjana M. A Level Maths tutor, GCSE Maths tutor, 13 plus  Maths tutor

Anjana M.

Currently unavailable: for regular students

Studying: Mathematics BSc (Bachelors) - Nottingham University

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About me

I a final year Maths undergraduate studying at the University of Nottingham.

I have 8A*s and 3As in GCSE and A*AA in A-levels.
I have done Maths and Further Maths Alevels.
I teach A-Level Maths & Further Maths

Alevels Topics I teach:
C1-4
S1 & S2
M1 & M2
FP1, FP2, FP3

I have had personal experience in how to learn these modules as most modules I have self taught myself, I can understand a young person difficulties in the subject and the mistakes they are likely to make, as I have been there myself.

Maths is a subject that you need to do, the more you do the better you become. I am willing to share the tricks I`ve learnt to get the highest possible marks in my exams with the students I tutor, I must add that for all my Alevel Core Maths modules I got over 95% in each paper.

I a final year Maths undergraduate studying at the University of Nottingham.

I have 8A*s and 3As in GCSE and A*AA in A-levels.
I have done Maths and Further Maths Alevels.
I teach A-Level Maths & Further Maths

Alevels Topics I teach:
C1-4
S1 & S2
M1 & M2
FP1, FP2, FP3

I have had personal experience in how to learn these modules as most modules I have self taught myself, I can understand a young person difficulties in the subject and the mistakes they are likely to make, as I have been there myself.

Maths is a subject that you need to do, the more you do the better you become. I am willing to share the tricks I`ve learnt to get the highest possible marks in my exams with the students I tutor, I must add that for all my Alevel Core Maths modules I got over 95% in each paper.

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Qualifications

SubjectQualificationGrade
MathematicsA-level (A2)A*
Further MathematicsA-level (A2)A
GeographyA-level (A2)A

Subjects offered

SubjectQualificationPrices
MathsA Level£22 /hr
MathsGCSE£20 /hr
Maths13 Plus£20 /hr

Questions Anjana has answered

Differentiate x^2

To differentiate x^2

Step 1) whatever the number on the power, put that in front of x. 

Step 2) Then minus one (-1)  from the power

Therefore, by putting the number on the power in front (which is 2) and deducting -1 to the power (which is 2-1)

We get our over all answer:

2x;

I believe A-Level mathematics is taught better when written down then typing, as writing and showing the method will make it easeir for the student to undetstand rather than typing it.

To differentiate x^2

Step 1) whatever the number on the power, put that in front of x. 

Step 2) Then minus one (-1)  from the power

Therefore, by putting the number on the power in front (which is 2) and deducting -1 to the power (which is 2-1)

We get our over all answer:

2x;

I believe A-Level mathematics is taught better when written down then typing, as writing and showing the method will make it easeir for the student to undetstand rather than typing it.

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2 years ago

729 views

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