Justify the following statements
There exist infinite integers in the number system

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

Give one example each to the following statements. v. A number which is an integer but not a natural number.

Which of the following statements is correct in relation to the endocrine system?

Give one example each to the following statements. iv. A number which is natural number, whole number, integer and rational number.

Write the negation of the following statements: s: There exists a number x such that 0 < x < 1.

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

Justify the following statements on the basis of external features (i) Underground parts of a plant are not always roots (ii) Flower is a modified shoot

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

Identify the quantifier in the following statements and write the negation of the statements. There exists a number which is equal to its square.

Identify the quantifier in the following statements and write the negation of the statements. There exists a capital for every state in India.