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About me

About Me

I am a first year engineering student at the University of Warwick, I enjoy maths and physics. I am patient, reliable and flexible to suit you but the focus of my tutoring is instilling confidence into a student as they work. I believe that the most important thing in education is being confident in the work or answers that you produce.

Sessions

In tutorial sessions I aim to set and explain questions while also encouraging students to attempt questions that may challenge them. I will explain in detail and always make sure the tutee fully understands any material we cover. I would hope to make students confident in their own work and ensure they are able to explain the material not just reiterate it.

However I do believe that there is no alternative to working and would hope that tutee’s would be willing to learn and commit time to understanding topic material.

Subjects offered

SubjectLevelMy prices
Maths A Level £20 /hr
Further Mathematics GCSE £18 /hr
Maths GCSE £18 /hr
Physics GCSE £18 /hr

Qualifications

QualificationLevelGrade
MathsA-LevelA*
Further mathsA-LevelA
PhysicsA-LevelA
DTA-LevelA
Disclosure and Barring Service

CRB/DBS Standard

CRB/DBS Enhanced

No

General Availability

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Please get in touch for more detailed availability

Ratings and reviews

4.8from 10 customer reviews

Saffron (Parent) June 7 2016

Good tutorial

Saffron (Parent) June 3 2016

Good tutorial

Saffron (Parent) May 20 2016

Another good tutorial

Saffron (Parent) May 14 2016

Made excellent progress
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Questions David has answered

Express X/((X+1)(X+2)) in partial fractions. OCR C4 style question

This question is asking us to split up the fraction into two separate fractions. To begin we use one of the standard forms for solving partial fractions, this is (A/(X+1))+(B/(X+2)). To solve set the first equation equal to the standard form and then solve as shown below. X/((X+1)(X+2)= (A/...

This question is asking us to split up the fraction into two separate fractions.

To begin we use one of the standard forms for solving partial fractions, this is (A/(X+1))+(B/(X+2)).

To solve set the first equation equal to the standard form and then solve as shown below.

X/((X+1)(X+2)= (A/(X+1))+(B/(X+2))

X=A(X+2)+B(X+1)

We can solve this equation by substituting in values for X, shown below:

X=-1

The second bracket is cancelled out and so we are left with:

-1=A

And

X=-2

The first bracket is cancelled out and so we are left with:

B=2

Putting all of this back together gives:

(2/(X+2)) –(1(X+1))

Apologies for the style of the equations the website currently doesn’t support words equation editor.

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8 months ago

225 views

There are 200 students in Year 10 110 are boys. There are 250 students in Year 11 140 are boys. Which year has the greater proportion of boys? (Taken from Nov 2014 AQA Unit 2)

To work this out we need to calculate the percentage of boys in year 10 and year 11. Then we can compare them to find which year has the greater proportion of boys. For Year 10 there are 110 boys out of 200 students so we find the fraction and multiply it by 100 to get a percentage, shown bel...

To work this out we need to calculate the percentage of boys in year 10 and year 11. Then we can compare them to find which year has the greater proportion of boys.

For Year 10 there are 110 boys out of 200 students so we find the fraction and multiply it by 100 to get a percentage, shown below:

(110/200)*100=55%

For Year 11 there are 140 boys out of 250 students so we do the same as above and then compare the values, shown below:

(140/250)*100=56%

therefore there is a higher proportion of boys in year 11 as 56%>55%.

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8 months ago

352 views
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