PremiumToby F. GCSE Maths tutor, A Level Maths tutor, GCSE Physics tutor, A ...

Toby F.

Currently unavailable: until 20/09/2015

Studying: Mechanical Engineering (Masters) - Durham University

4.2
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8 reviews| 49 completed tutorials

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About me

About Me:

Hi, I’m Toby and I’ve just graduated from Durham University with a Masters in Engineering.

I’m offering tuition in GCSE Physics and GCSE & A Level Maths, for all exam boards.

I’d love to share my knowledge and enthusiasm with my tutees. Having studied Maths, Further Maths and Physics at A-Level I have an extensive knowledge of the subject matter and a variety of learning techniques.

Sessions:

I like to keep things informal, laid-back and relaxed so that students feel they can ask any question. As a tutor, my sessions will be adapted to whatever it is that you want to learn: exam technique, tricky concepts from class or topics on the specification that you’re unsure about.

Experience:

As a qualified ski-instructor I have a number of years teaching experience and am patient and clear in my explanations. I aim to pass on my enthusiasm for maths and science in a fun and creative way.

Please don’t hesitate to contact me for either a tutorial or a free meet the tutor session. 

Availability:

I'm currently available throughout the week and am flexible with timings.

About Me:

Hi, I’m Toby and I’ve just graduated from Durham University with a Masters in Engineering.

I’m offering tuition in GCSE Physics and GCSE & A Level Maths, for all exam boards.

I’d love to share my knowledge and enthusiasm with my tutees. Having studied Maths, Further Maths and Physics at A-Level I have an extensive knowledge of the subject matter and a variety of learning techniques.

Sessions:

I like to keep things informal, laid-back and relaxed so that students feel they can ask any question. As a tutor, my sessions will be adapted to whatever it is that you want to learn: exam technique, tricky concepts from class or topics on the specification that you’re unsure about.

Experience:

As a qualified ski-instructor I have a number of years teaching experience and am patient and clear in my explanations. I aim to pass on my enthusiasm for maths and science in a fun and creative way.

Please don’t hesitate to contact me for either a tutorial or a free meet the tutor session. 

Availability:

I'm currently available throughout the week and am flexible with timings.

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Ratings & Reviews

4.2from 8 customer reviews
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Paula (Parent)

March 19 2015

great tutor

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Jacqueline (Parent)

April 30 2015

Doesn't often turn up to scheduled tutorials. Shame he's quite a nice tutor!

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Maree (Parent)

April 16 2015

Excellent tutor

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Maree (Parent)

April 11 2015

Excellent tutor

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Qualifications

SubjectQualificationGrade
MathematicsA-level (A2)A
Further MathematicsA-level (A2)A
PhysicsA-level (A2)A
EconomicsA-level (A2)A*
Mechanical EngineeringDegree (Masters)1st

Subjects offered

SubjectQualificationPrices
Further MathematicsA Level£24 /hr
MathsA Level£24 /hr
MathsGCSE£22 /hr
PhysicsGCSE£22 /hr

Questions Toby has answered

How do you solve a simultaneous equation?

Example question:

Solving Simultaneous Equations

Equation 1: 6x + 2y = 2
Equation 2: 5x - 7y = 6.
Find x and y.

1) Check is if it is possible to solve. Here we have 2 unknowns, x and y, and 2 equations, therefore it is possible to solve. (If there are more unknowns than equations then it is not possible to solve.)

2) Eliminate an unknown in one of the equations.

- Rearrange each equation to get the x terms on one side and the y terms on the other.

Eq 1 .... 6x=2-2y
Eq 2 .... 5x=6+7y

- Look for a common multiple for the coefficients (number in front of the unknown) of x, e.g. 30. So we multiply each equation up to get 30x on one side, then we can say equation 1 equals equation 2.

5 x Eq 1 .... 30x=10-10y .... we will call this Eq 3
6 x Eq 2 .... 30x=36+42y .... we will call this Eq 4

- Remember what you do to one side of the equation you must do to the other.

3) Now both Eq3 and Eq4 are of the form 30x=.... we can say that Eq3=Eq4.

10-10y = 36+42y

4) Now just solve as you would normally to find y=-0.5.

5) Put this value of y into Eq1 to find x=0.5.

6) Put both these values into Eq2 to check result, e.g. 6*0.5 + 2*-0.5 = 3 - 1 = 2.
This is correct therefore we have the correct answer.

Example question:

Solving Simultaneous Equations

Equation 1: 6x + 2y = 2
Equation 2: 5x - 7y = 6.
Find x and y.

1) Check is if it is possible to solve. Here we have 2 unknowns, x and y, and 2 equations, therefore it is possible to solve. (If there are more unknowns than equations then it is not possible to solve.)

2) Eliminate an unknown in one of the equations.

- Rearrange each equation to get the x terms on one side and the y terms on the other.

Eq 1 .... 6x=2-2y
Eq 2 .... 5x=6+7y

- Look for a common multiple for the coefficients (number in front of the unknown) of x, e.g. 30. So we multiply each equation up to get 30x on one side, then we can say equation 1 equals equation 2.

5 x Eq 1 .... 30x=10-10y .... we will call this Eq 3
6 x Eq 2 .... 30x=36+42y .... we will call this Eq 4

- Remember what you do to one side of the equation you must do to the other.

3) Now both Eq3 and Eq4 are of the form 30x=.... we can say that Eq3=Eq4.

10-10y = 36+42y

4) Now just solve as you would normally to find y=-0.5.

5) Put this value of y into Eq1 to find x=0.5.

6) Put both these values into Eq2 to check result, e.g. 6*0.5 + 2*-0.5 = 3 - 1 = 2.
This is correct therefore we have the correct answer.

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3 years ago

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