Justify the following statements with example
All whole numbers are integers

Give an example to satisfy the following statements. All whole numbers are integers but all integers are not whole numbers.

Write the negation of the following statements: Every natural number is an integer

Are all whole numbers are natural numbers?

Give one example each to the following statements. ii. A whole number which is not a natural number

Give an example to satisfy the following statements : All integers are rational numbers but all rational numbers need not be integers.

Give an example to satisfy the following sentences. All natural numbers are whole numbers but all whole numbers need not be natural numbers.

Find the component statements of the following compound statements. All rational numbers are real and all real numbers are complex.

Which of the statements are true (T) and which are false (F). Correct the false statements All whole numbers are natural numbers.

Give one example each to the following statements. i. A number which is rational but not an integer

Give one example each to the following statements. iii. An integer which is not a whole number