Which of the following quantified statement is true?A) The square of every real number is positive (B) There exists a real number whose square is negative (C) There exists a real number whose square is not positive(D) Every real number is rational.

Every real number is always rational

Symbolise the following statements. The square of every real number is positive.

Algorithm to find the square root of a positive real number

Identify the quantifier in the following statement and write the negation of the statement (i) p : For every negative number x,x-2 is smaller than x (ii) q : There exists a rational number whose sqaure is smaller than the number (iii) r : For every real number , there is a position on number line

Identify the quantifier in the following statement and write the negation of the statement (i) p : For every negative number x,x-2 is smaller than x (ii) q : There exists a rational number whose sqaure is smaller than the number (iii) r : For every real number , there is a position on number line

Write negation of the statement: “There exists a complex number which is not a real Number”

Write the negation of the following simple statements. Every real number is an irrational number.

Write the negation of the following : There exists a real number which is equal to its square.

Identify the quantifier in each of the following statements: (i)For every real number x ,\ x+4 is greater then xdot (ii)There exists a real number which is twice of itself. (iii)There exists a (living) person who is 200 years old. (iv)For every x in NN ,\ x+1> xdot