Question

write the set of all positive integers whose
cube is odd.​

Answer 1

$➜\sf\red{QUESTION:-}$

write the set of all positive integers whose

cube is odd.

$➜\sf\red{ANSWER:-}$

• The every odd number has an odd cube.
• The odd numbers can be represented as 2n + 1.
• {2n + 1: n ∈ Z, n > 0} or.
• {1,3,5,7,…… }

Answer 2

Answer:

27,125,343,729,1331,2197................

like many numbers are positive in cube.