£20 /hr

Degree: Mathematics (Masters) - Durham University

Subjects offered: Further Mathematics , Physics+ 2 more

“I am a maths student at Durham University. I love maths and I love studying it, both now and at A levels. I know that maths isn’t for everybody but I hope that in my tutorials I can help you learn the content and, maybe, you can learn ...”

£20 /hr

Degree: Mathematics & Computer Science (Bachelors) - Manchester University

Subjects offered: Further Mathematics , Physics+ 3 more

“About Me: Hello, my name is Joel and I am currently a student at the University of Manchester studying for a joint honours in Mathematics & Computer Science. I have experience in teaching maths (and further maths) to students in the ag...”

£26 /hr

Degree: Physical Natural Sciences (Bachelors) - Cambridge University

Subjects offered: Further Mathematics , Science+ 6 more

“I am a second year undergraduate at Corpus Christi College Cambridge. I am studying Natural Sciences. In my first year I did Physics, Chemistry, Computer Science and Maths and passed with first class honours....”

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Degree: Theoretical Physics (Masters) - Birmingham University

Subjects offered: Further Mathematics , Science+ 2 more

“I am a third year Theoretical Physics student at the University of Birmingham. I am passionate about all things physics and am particularly keen on anything with a strong mathematical element. I am very patient and have a real interes...”

Convert the general complex number z=x+iy to modulus-argument form.

Find the possible values of x for x^2 = 36-5x.

Given that the equation x^2 - 2x + 2 = 0 has roots A and B, find the values A + B, and A * B.

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