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Vector Geometry
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Example 1;
QUESTION 1
find the scalars product of the following pairs of vectors
(a) a= 2i +3j and b= -i +4j
Solution
(a). a.b =2(-1) +3(4)
= -2 +12 =10
QUESTON 2
Find the cosine of angles between the following pairs of vectors
(a) a= 3i -j and b = 5i +2j
Solution
let A be the angle between vectors a and b
/a/ = square root of 9+1= square root 10
/b/ =square root of 25 +4= square root 29
a.b = 3*5+(-1)(2)= 15 - 2
=13
Cos A = a.b
/a/ /b/
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- Notiz am Vector Geometry, erstellt von enoch.januzaj am 12/09/2014.
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