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The Staffordshire & Shropshire Further Mathematics Centre

The Staffordshire and Shropshire Further Mathematics Centre. Thursday, February 02, 2006. Finishing off complex numbers. The end of complex numbers after 3 weeks! You should be able to. Find roots of any polynomial equation up to degree 4 (a quartic equation). Find the modulus and argument of a complex number and use them to write the complex number in modulus-argument form. Quickly multiply and divide complex numbers in modulus argument-form. Find the square root of a complex number. Also, I need an ema...

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The Staffordshire & Shropshire Further Mathematics Centre | fmcentre.blogspot.com Reviews
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The Staffordshire and Shropshire Further Mathematics Centre. Thursday, February 02, 2006. Finishing off complex numbers. The end of complex numbers after 3 weeks! You should be able to. Find roots of any polynomial equation up to degree 4 (a quartic equation). Find the modulus and argument of a complex number and use them to write the complex number in modulus-argument form. Quickly multiply and divide complex numbers in modulus argument-form. Find the square root of a complex number. Also, I need an ema...
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The Staffordshire & Shropshire Further Mathematics Centre | fmcentre.blogspot.com Reviews

https://fmcentre.blogspot.com

The Staffordshire and Shropshire Further Mathematics Centre. Thursday, February 02, 2006. Finishing off complex numbers. The end of complex numbers after 3 weeks! You should be able to. Find roots of any polynomial equation up to degree 4 (a quartic equation). Find the modulus and argument of a complex number and use them to write the complex number in modulus-argument form. Quickly multiply and divide complex numbers in modulus argument-form. Find the square root of a complex number. Also, I need an ema...

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1

The Staffordshire & Shropshire Further Mathematics Centre: A Christmas Message

http://fmcentre.blogspot.com/2005/12/christmas-message.html

The Staffordshire and Shropshire Further Mathematics Centre. Monday, December 19, 2005. I received this message in a Christmas card from the Further Maths Network Team:. Can you work out what the message is? I've already sent my answer to the team! Posted by fm manager at 7:16 pm. Welcome to the Staffs and Shrops Further Mathematics Centre blog. This blog is designed for students of the centre to exchange ideas and methods for answering questions. Phil Chaffe (Centre Manager).

2

The Staffordshire & Shropshire Further Mathematics Centre: The Further Maths Centre is open!

http://fmcentre.blogspot.com/2006/01/further-maths-centre-is-open.html

The Staffordshire and Shropshire Further Mathematics Centre. Wednesday, January 11, 2006. The Further Maths Centre is open! Posted by fm manager at 9:27 am. Welcome to the Staffs and Shrops Further Mathematics Centre blog. This blog is designed for students of the centre to exchange ideas and methods for answering questions. Phil Chaffe (Centre Manager). The Solution to the Christmas Messgae. Network Meeting at John Taylor. The Staffs and Shrops Further Maths Centre.

3

The Staffordshire & Shropshire Further Mathematics Centre: Our first students

http://fmcentre.blogspot.com/2005/12/our-first-students.html

The Staffordshire and Shropshire Further Mathematics Centre. Friday, December 02, 2005. Thank you to Abbott Beyne School who have signed up 2 (or maybe even 3) students to start the Further Mathematics course from January. We look forward to you being a part of the further maths network. Posted by P.C. at 7:35 pm. Network Meeting at John Taylor. The Staffs and Shrops Further Maths Centre.

4

The Staffordshire & Shropshire Further Mathematics Centre: Finishing off complex numbers

http://fmcentre.blogspot.com/2006/02/finishing-off-complex-numbers.html

The Staffordshire and Shropshire Further Mathematics Centre. Thursday, February 02, 2006. Finishing off complex numbers. The end of complex numbers after 3 weeks! You should be able to. Find roots of any polynomial equation up to degree 4 (a quartic equation). Find the modulus and argument of a complex number and use them to write the complex number in modulus-argument form. Quickly multiply and divide complex numbers in modulus argument-form. Find the square root of a complex number.

5

The Staffordshire & Shropshire Further Mathematics Centre: Welcome to our students

http://fmcentre.blogspot.com/2006/01/welcome-to-our-students.html

The Staffordshire and Shropshire Further Mathematics Centre. Thursday, January 12, 2006. Welcome to our students. A warm welcome to all new students from the Further Maths Centre. We are pleased that Sarah, Edward, Nathan and Danielle will be studying with us this year. The first module we will be studying is FP1 and the first unit is all about complex numbers. Here are some questions to get you thinking:. What is a real. Why can't you solve certain quadratic equations? What is an imaginary number?

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The Staffordshire & Shropshire Further Mathematics Centre

The Staffordshire and Shropshire Further Mathematics Centre. Thursday, February 02, 2006. Finishing off complex numbers. The end of complex numbers after 3 weeks! You should be able to. Find roots of any polynomial equation up to degree 4 (a quartic equation). Find the modulus and argument of a complex number and use them to write the complex number in modulus-argument form. Quickly multiply and divide complex numbers in modulus argument-form. Find the square root of a complex number. Also, I need an ema...

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