Hi, I’m Amruni and I’m a medical student at Imperial College London. For the past 2 years I have been tutoring Maths and Science to students from 11+ to GCSE and have absolutely loved being able to share my passion for science and maths. Through this, I have learnt different techniques to teach concepts in simple, fun and interactive ways that are easy to comprehend and apply in exam situations.
I am very patient and determined when it comes to ensuring that students leave each session with a complete understanding about the subject covered. I understand that everyone learns differently, and so I hope to tailor each session to meet your needs and build your confidence.
I enjoy teaching students from 11+ to GCSE and am fairly flexible with lesson times and content – focusing most on what the student requires. After discussing the topics that you would like to cover, I can provide appropriate resources as I have found that teaching through examples not only gives students the essential practice needed to ace a subject but gives them confidence that they carry throughout their learning.
Having gone through the process of UCAS, I understand how intimidating and arduous it can be - but fear not! If you need any advice regarding the medical admission process, I'm happy to help!
If you have any questions, please contact me through ‘Webmail’ or book a ‘Meet the Tutor Session’. I would appreciate if you told me the topics you would like to cover before the session, and what exam board you are studying (GCSE).
Thanks for reading and I look forward to meeting you!
|Maths||13 Plus||£20 /hr|
|Science||13 Plus||£20 /hr|
|Maths||11 Plus||£20 /hr|
|-Medical School Preparation-||Mentoring||£22 /hr|
|Before 12pm||12pm - 5pm||After 5pm|
Please get in touch for more detailed availability
Karine (Parent) November 28 2016
Karine (Parent) November 14 2016
Karine (Parent) November 7 2016
Karine (Parent) October 31 2016
Simultaneous equations can be simple or complicated to solve, but once you recognise the pattern required they are quite straightforward.
For instance, If 3x+y=14 and y-2x=-1 what are the values of x and y?
In this question you can see that both equations have one common variable which is 'y', therefore if we make both equations equal y we can substitute make them equal each other and then solve for one variable - the 'x'. Then we can substitute the value of x into the original equation to solve for 'y'.
eg. 14-3x=y and y=2x-1 therefore 14-3x=2x-1 therefore 14+1=2x+3x therefore 15=5x therefore x=3
once we substitute this back into the original equation - 3*3+y=14 so 9+y=14 therefore y=5see more