Let fi = 1+x +3r², f2 = 2+3r + 8z², ƒ3 = 4 + x + 6x², ƒa = 3 +x+ 4x°. "hich of the following is a basis of R2[r]? (f1, $2) b) (f1, f2, f3, fa) c) (f1. $2, f3) (f1, f2; f4) e) None of the sequences is a basis of R2[r].

icon
Related questions
Question
Let
fi = 1+x + 32², f2 = 2+ 3 + 8a², f3 = 4 +x + 6x², ƒa = 3+x+ 4x².
Which of the following is a basis of R2[r]?
a) (f1, f2)
b) (f1, f2, f3; fa)
c) (f1, f2, f3)
d) (f1, f2; fa)
e) None of the sequences is a basis of R2[r].
Transcribed Image Text:Let fi = 1+x + 32², f2 = 2+ 3 + 8a², f3 = 4 +x + 6x², ƒa = 3+x+ 4x². Which of the following is a basis of R2[r]? a) (f1, f2) b) (f1, f2, f3; fa) c) (f1, f2, f3) d) (f1, f2; fa) e) None of the sequences is a basis of R2[r].
Expert Solution
steps

Step by step

Solved in 2 steps

Blurred answer