Question

(a) Let’s assume M is a set defined as M ⊆ Z+ ×Z+. Assume that M is defined using the concept of recursion taught in class as: i) (3, 2) ∈ M, ii) If (x, y) ∈ M, then (3x−2y, x)∈ M. Perform 5 recursive steps to obtain the updated M.
(b) If M is defined as M ⊆ Z+ ×N and the rest other conditions remain same, would the updated M after 5 recursive steps be same as obtained in part (a).

Answer 1

Answer:

haat bara... computer er question ey Z diye probaility r gaar marche ....

kintu eta toh mathematics er question re khepa