Answer:
and linearly dependent.
The required relation is
where a is a nonzero number.
Step-by-step explanation:
Given that,
, and
We consider a linear combination
Putting the value of and
Equating the co-efficient of , t and constant terms
.......(1)
..........(2)
..........(3)
From (2) we get
From (3) we get
Putting the value of in equation (3)
Let [ a is a non zero number]
Then and
We get a nonzero value of , .
Then and linearly dependent.
The required relation is
[a is a nonzero number]