What's the point of Maths?

Every subject has a paticular career path. Maths is an exception which is at the forfront of most things. Anytime you saw data, results, surveys, polls, predictions, forecasts, returns & any others that was maths. 

When your exam results they are sometimes created by combining marks to create a spread of data. Then the grades are given from the percentage levels in the data.

There are many areas that involves Mathematicians

Harpreet T. A Level Maths tutor, A Level Further Mathematics  tutor, ...

2 years ago

Answered by Harpreet, an A Level Maths tutor with MyTutor

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£26 /hr

Scott R.

Degree: PGCE Secondary Mathematics (Other) - Leeds University

Subjects offered:Maths, Further Mathematics

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.”

£20 /hr

Wafi C.

Degree: General Engineering (Masters) - Warwick University

Subjects offered:Maths, Physics+ 2 more

Further Mathematics

“Second year Engineering Student at Warwick University from a low income background who is willing to help children of all backgrounds to excel academically.”

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£24 /hr

Hinsum W.

Degree: Medicine (Bachelors) - Edinburgh University

Subjects offered:Maths, Chemistry+ 3 more

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“Hi, I'm a first year medic at Edinburgh. I've had 7 years' worth of experience teaching children Maths and English and have mentored lower school peers, so I'm bound to have an approach that will suit your learning style!”

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£20 /hr

Harpreet T.

Degree: Theoretical Physics (Masters) - Sheffield University

Subjects offered:Maths, Physics+ 1 more

Further Mathematics

“Top tutor from the renowned Russell university group University of Sheffield, ready to improve you and help you achieve your goals!”

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Find the tangent of the following curve, y=xe^x, at x=1 expressing it in the form y=mx+c?

differentiate y=(4x^3)-5/x^2

A curve has equation y = 4x + 1/(x^2) find dy/dx.

Express 4 sin(x) – 8 cos(x) in the form R sin(x-a), where R and a are constants, R >0 and 0< a< π/2

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