## MYTUTOR SUBJECT ANSWERS

739 views

### What qualifications and experience do you have at this level?

I have A* in Maths and Further Maths at A-level, and have tutored students in A-level maths for a year.

3 years ago

Answered by Thomas, an A Level Maths tutor with MyTutor

## Still stuck? Get one-to-one help from a personally interviewed subject specialist

#### 347 SUBJECT SPECIALISTS

£30 /hr

Degree: Mathematics (Bachelors) - Bristol University

Subjects offered:Maths, Further Mathematics

Maths
Further Mathematics

“Hi, I'm Joe, an experienced tutor and a University of Bristol graduate with a first class Degree in Mathematics.”

£26 /hr

Degree: Physics (Bachelors) - Durham University

Subjects offered:Maths, Physics+ 2 more

Maths
Physics
Further Mathematics
Chemistry

“Hi, I'm Sam Crawford. I'm studying Maths and Physics at Durham University, with an offer from Cambridge for next year, and I absolutely love both subjects.”

£26 /hr

Degree: PGCE Secondary Mathematics (Other) - Leeds University

Subjects offered:Maths, Further Mathematics

Maths
Further Mathematics

“I am currently completing 2 PGCEs in Leeds. I have always had a passion for maths and my objective is to help as many as possible reach their full potential.”

#### About the author

£20 /hr

Degree: PPE (Bachelors) - Oxford Alumni University

Subjects offered:Maths, Politics+ 2 more

Maths
Politics
Government and Politics
Economics

MyTutor guarantee

### You may also like...

#### Other A Level Maths questions

How do you find the minimum of the equation sin^2(x) + 4sin(x)?

How do I find the maximum/minimum of a curve?

Question 3 on the OCR MEI C3 June 2015 paper. Find the exact value of Integral x^3 ln x dx between 1 and 2.

The point P (4, –1) lies on the curve C with equation y = f( x ), x > 0, and f '(x) =x/2 - 6/√x + 3. Find the equation of the tangent to C at the point P , giving your answer in the form y = mx + c. Find f(x)

We use cookies to improve your site experience. By continuing to use this website, we'll assume that you're OK with this.