State whether each of the following sets is a finite set or an infinit

1.	State whether each of the following sets is a finite set or an infinite set: (i) The set of multiples of 8. (ii) The set of integers less than 10. (iii) The set of whole numbers less than 12. (iv){x:x=3n−2,n ∈ W, n ≤ 8} (v) {x:x=3n−2, n∈ Z, n ≤ 8} (vi){x:x=n−2n+1,n ∈ W}
Answer» State whether each of the following sets is a finite set or an infinite set: (i) The set of multiples of 8. (ii) The set of integers less than 10. (iii) The set of whole numbers less than 12. (iv) ${x : x = 3 n - 2, n \in W, n \leq 8}$ (v) ${x : x = 3 n - 2, n \in Z, n \leq 8}$ (vi) ${x : x = \frac{n - 2}{n + 1}, n \in W}$

State whether each of the following sets is a finite set or an infinite set: (i) The set of multiples of 8. (ii) The set of integers less than 10. (iii) The set of whole numbers less than 12. (iv){x:x=3n−2,n ∈ W, n ≤ 8} (v) {x:x=3n−2, n∈ Z, n ≤ 8} (vi){x:x=n−2n+1,n ∈ W}

Answer»

State whether each of the following sets is a finite set or an infinite set:

(i) The set of multiples of 8.

(ii) The set of integers less than 10.

(iii) The set of whole numbers less than 12.

(iv) ${x : x = 3 n - 2, n \in W, n \leq 8}$ (v) ${x : x = 3 n - 2, n \in Z, n \leq 8}$ (vi) ${x : x = \frac{n - 2}{n + 1}, n \in W}$