which of the following statements is true (1) every integer is whole number (2) every real number is an irrational number ( 3) every rational number is a whole number (4) every rational number is a real number
Answers
Answer:
(4)
Step-by-step explanation:
(4) every rational number is a real number
Answer:
4th option is the correct answer
Step-by-step explanation:
rational numbers, irrational numbers , integers etc....are a part of the series of real numbers whereas if we talk about the 1th option we can say that all the positive natural number including zero is known as whole numbers but integers also contain a set of negative numbers and that's why 1th option is incorrect. Now, if we talk about the 2nd option we can say that irrational is one of the part of the series of real numbers and that's why 2nd part is incorrect. Now, if we talk about the 3rd option we can say that rational numbers is also a part of the series of real numbers so that is why 3rd option is incorrect. Now If we talk about the 4th option is correct as told earlier as rational numbers are a part of the series of real numbers and this statement satisfy the rule .