Let A be non - empty sub set of R .Then consider the following statements: " There exist a number `x in A` which is not divisible by 2" Negation of the statement will be:

Consider the following statement: The set of real numbers is an infinfite set.

Let S be non-empty subset of R. consider the following statement: P: There is a rational number x ne S " such that " x gt 0 Which of the following statements is the negation of the statement P ?

Write the negation of the following statement: r: There exists a number x such that ' 0

Negate each of the following statement: There exists a number which is equal to its square.

Let S be a non-empty subset of R. Consider the following statement: P: There is a rational number x in S such that x"">""0 . Which of the following statements is the negation of the statement P ? There is no rational number x in S such that xlt=0 (9) Every rational number x in S satisfies xlt=0 (18) x in S and xlt=0=>x (27) is not rational There is a rational number x in S such that xlt=0 (36)

Write the negation of the following statement: There is a complex number which is not a real number.

Which of the following statements are true? If a number is divisible by 9, it must be divisible by 3.

Let S be a non-empty subset of R. Consider the statement P : There is a rational number x in S such that x gt 0 . Which of the following statements is the negation of the statement P ?