Identify the quantifier in each of the following statements `:`
There exists a real number x such that `sqrt( x) ` is a natural number.

Identify the quantifier in each of the following statements : All birds can fly.

Identify the quantifier in each of the following statements : For every real number , x +3 gt x

Identify the quantifier in each of the following statements : Some real numbers are rational .

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

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

Identify the Quantifiers in the following statements : For all real numbers x and y, xy = yz

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

Identify the quantifier in the following and state its type : There exists x in N , x + 3 =9 .

Identify the quantifier in the following statements : (i) there exists r real number which is equal to its 4 times. (ii) for every real number x,x-2 is less than x.

Identify the quantifiers in the following statements. (i) There exists a triangle which is not equilateral. (ii) For all real numbers x and y , xy = yx. (iii) There exists a real number which is not a rational number . (iv) For every natural number which x,x + 1 is also a natural number. (v) For all real number x with x gt 3 , x^(2) is greater than 9. (vi) There exist a traingle which is not an isosceles traingle. (vii) For all negative x,x^(3) is also a nagative integers. (viii) There exists a statements in above statements which is not true. (ix) There exists an even prime number other thab 2. (x) There exists a real number x such that x^(2) + 1=0