Which of the following are linear homogeneous recurrence rel

Which of the following are linear homogeneous recurrence relations with constant coefficients?
A: a_n + a_{n – 1} = 1
B: a_n = a_{n – 3}
C: a_n = a_{n – 1} + a_{n – 2} + n + 3

$\"Which$	A, B, and C
$\"Which$	A and C
$\"Which$	C only
$\"Which$	B only

A ,B and C

Which of the following are linear homogeneous recurrence relations with constant coefficients? A: an + an – 1 = 1 B: an = an – 3 C: an = an – 1 + an – 2 + n + 3

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