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IB Mathematics HL Mathematical Exploration Internal Assessment (IB Maths HL level 7 Exploration) £8.48   Add to cart

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IB Mathematics HL Mathematical Exploration Internal Assessment (IB Maths HL level 7 Exploration)

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A comprehensive IB Mathematics HL Mathematical Exploration Internal Assessment that can be replicated in terms of its general content, structure, and approach. This piece of writing was externally graded by IB examiners in the May 2020 session and scored level 7. Following the sample can guarantee ...

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  • February 19, 2021
  • 15
  • 2020/2021
  • Presentation
  • Unknown
  • Secondary school
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The International Baccalaureate
Mathematical Exploration




Topic:

Figures of infinite area or volume




Personal Code: hlt648

Session: May 2020




Declaration:

I declare that this work is my own work and is the final version. I have acknowledged each use of the
words or ideas of another person, whether written, oral or visual.


1

, Table of Contents


Rationale.................................................................................................................................................. 3



Introduction............................................................................................................................................. 3



Main body................................................................................................................................................ 4



Solids of revolution.............................................................................................................................. 4



Gabriel's Horn ...................................................................................................................................... 5



Drinking Vessel .................................................................................................................................... 9



General proof for solids of revolution of finite surface area and infinite volume ............................ 10



Real life reflection ............................................................................................................................. 13



Conclusion and reflections ................................................................................................................ 14



Bibliography........................................................................................................................................... 15




2

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