Are the following statements tore or hate
Give your reason and answers
Every rational number & an integer
Every natural number is an whole number
Every integer is a whole numbers
every whole number is a natural numbers
vi) every integer is a
. rational number
2)
Answers
Step-by-step explanation:
(i)Every rational number is an integer?
-> False, because rational numbers x/y cannot be an integer as integers are whole numbers including negative numbers...
(ii)Every natural number is an whole number?
-> True, because natural number starts from 1 to ∞ and whole numbers start from 0 to ∞... and every natural number exists in the group of whole numbers..
(iii)Every integer is a whole number?
-> False, because integer includes negative numbers but whole number does not include any negative numbers...
(iv)every whole number is a natural number?
-> False, because whole number consists of zero whereas natural numbers doesn't...
(v) every integer is a rational number?
-> True, because every integer can be written in the form x/1 which is in the form of x/y as said above...
I hope it helps...