The set of natural number has the distributive property of multiplication over subtraction
The set of natural number is associative under subtraction
The set of integers is not distributive under multiplication
The set of natural number is finite
A
The set of natural number is finite
B
The set of natural number has the distributive property of multiplication over subtraction
C
The set of integers is not distributive under multiplication
D
The set of natural number is associative under subtraction
Open in App
Solution
Verified by Toppr
The correct statement is written as,
A) Multiplication of natural numbers is distributive over subtraction.
If a,b and c are any three natural numbers,
then a×(b−c)=ab−ac.
Was this answer helpful?
0
Similar Questions
Q1
How to verify when A is set of natural numbers till 5 and B is set of all odd numbers till 5 falls under a commutative ,associative , closure ,distributive law with verification
View Solution
Q2
Which of the following sets is a universal set for the other four sets? (a) The set of even natural numbers (b) The set of odd natural numbers (c) The set of natural numbers (d) The set of negative numbers (e) The set of integers
View Solution
Q3
If Z is the set of all Integers, W is the set of Whole Numbers, N is the set of Natural Numbers, then which of the following is/are correct?
View Solution
Q4
Write the following sets in roster form.
(i) The set of all natural numbers less than 7.
(ii) The set of all integers which are multiple of 6.
View Solution
Q5
The set of natural number is closed under the binary operations of