Question: Let B=(p_(1),p_(2)) be an unknown ordered basis for P_(1) , and suppose P_(DlarrB) is the change matrix from B to the ordered basis D=(x+1,x-1) :

Let

B=(p_(1),p_(2))

be an unknown ordered basis for

P_(1)

, and suppose

P_(DlarrB)

is the change matrix from

B

to\ the ordered basis

D=(x+1,x-1)

:\

P_(DlarrB)=[[4,7],[-7,7]]

\ Find

p_(1)

and

p_(2)

. You do not need to simplify your answers.\

p_(1)=

\

p_(2)=
 Let B=(p_(1),p_(2)) be an unknown ordered basis for P_(1), and suppose

Let B=(p1,p2) be an unknown ordered basis for P1, and suppose PDB is the change matrix from B to the ordered basis D=(x+1,x1) : PDB=[4777] Find p1 and p2. You do not need to simplify your answers. p1=p2= Let B=(p1,p2) be an unknown ordered basis for P1, and suppose PDB is the change matrix from B to the ordered basis D=(x+1,x1) : PDB=[4777] Find p1 and p2. You do not need to simplify your answers. p1=p2=

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