Question

(i) There exists a number which is equal to its square

(ii) For every real number $x,x$ is less than $x+1$

(iii) There exists a capital for every state in India

Open in App

Verified by Toppr

The negation of this statement is as follows

There does not exist a number which is equal to its square

(ii) The quantifier is "For every"

The negation of this statement is as follows

There exist a real number $x$ such that $x$ is not less than $x+1$

(iii) The quantifier is "There exists"

The negation of this statement is as follows

There exists a state in India which does not have a capital

0

0