Initial Diagnostic Audit - Unit J3: Vectors
Section J3.1 - Vectors and Scalars

Write each of the following vectors in the form  a.
b

1.
AB
  =     
2.
CB
  =     

3.
If a 2 and b -1 , calculate the following:
5
4

(a)  a + b =     

(b)  4a – 5b =     

(c)  |a| = 
  

Section J3.2 - Vectors and Geometry
4. The diagram below shows two identical parallelograms, AFEB and BEDC.
AF
 = q
AB
 = p and M is the midpoint of CD.

(a)  Express 
BM
 in terms of p and q such that;
BM
 = ap + bq
where a and b are constants.

a =  b =

(b)  Express 
AD
 in terms of p and q such that;
AD
 = cp + dq
where c and d are constants.

c =  d =

(c)  What can you deduce about BM and AD from your answers above?  


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Produced by Russell Geach for CIMT - August 2014