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Class notes mathematics

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In these notes, we explained the linear COMBINATION OF VECTORS LINEAR SPAN OF A SET basis & dimeintion o vectors vector V belongs (f ) said to be a linear combination of the vectors V1,v2,.....,vn. if v=a 1V1+a2v2+,.....,a3vn. also briefly explained linear combination, linear span, basis, and dimensions.

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IN&AR CoMBNATION OF VECTURS

INEAR SPAN OFA SET


ieas einaion o vectors
vecton e VCE) 2aid t be a inaa

Leminake t h aha. v e t s V2 .. -- uneb


+22+ dn Vn

n F.




iaashano a set S in V¢F):
Denut y S)
tembinaben
Ls)= T iet u a near
telonads S.

, nd'a ta. vet.

3
a -


'nsan dapendart
S
Consic dadeunnant
a

Fan insas dusendanu, %
2
3-3

datermina wwt be 3eo
So rd a

2
-3


2--1(-1-)+a(3 -4) =
2 +1 a(-1) =
a a p u r e d answe.
3-3a=o




S h e Aat ebas

(2 2,-1, -1), va : (, -, -2 4)
v (3,3,-2) and vy ((6, 3°,-7)
a inasl dlupendent se Alse eress na



an as a inaa sinabion Sh
e
Gthas

, O
U


wO
OOo




o

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1
Uploaded on
February 25, 2023
Number of pages
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2022/2023
Type
Interview
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