Latest Posts

Vectors and Triangles

IGCSE,mathematics,revisions,past papers,addition of vectors,subtraction of vectors,renaming vectors,proportionality,triangles,parallel lines,ratio
This item is taken from IGCSE Mathematics (0580) Paper 41 of October/November 2010.


To deal with this item, let us summarize the details of the problem:
   (a) Syllabus area: Vectors
   (b) Specific topic: Addition and Subtraction of Vectors

   (c) Concept needed:
IGCSE,mathematics,revisions,past papers,addition of vectors,subtraction of vectors,renaming vectors,proportionality,triangles,parallel lines,ratio
To answer (i), let us use the given statement and name vector QT in terms of t.
IGCSE,mathematics,revisions,past papers,addition of vectors,subtraction of vectors,renaming vectors,proportionality,triangles,parallel lines,ratio
To answer (ii), let us also use the given then determine the relation of the sides.
IGCSE,mathematics,revisions,past papers,addition of vectors,subtraction of vectors,renaming vectors,proportionality,triangles,parallel lines,ratio
Let us take note that vector OT and OR starts at the same vertex. This suggest that the resultant is the difference of these two vectors. That is
IGCSE,mathematics,revisions,past papers,addition of vectors,subtraction of vectors,renaming vectors,proportionality,triangles,parallel lines,ratio
To answer (iii), let us use the answers from (i) and (ii), and the triangle that they formed.
IGCSE,mathematics,revisions,past papers,addition of vectors,subtraction of vectors,renaming vectors,proportionality,triangles,parallel lines,ratio
Therefore,
IGCSE,mathematics,revisions,past papers,addition of vectors,subtraction of vectors,renaming vectors,proportionality,triangles,parallel lines,ratio
 --------------------------------------------------------------------------------------------------------------
Your comments and suggestions are welcome here. Write them in the comment box below.

Thank you and God bless!

No comments:

Post a Comment

Write your comments and suggestions here.

CIE Math Solutions Designed by Templateism.com Copyright © 2014

Theme images by 5ugarless. Powered by Blogger.