0
You visited us 0 times! Enjoying our articles? Unlock Full Access!
Question

Check whether the following pair of statement are negative of each other. Give reasons for your answer.
$$a+b=b+a$$ is true for every real number $$a$$ and $$b$$.There exist real numbers are a and b for which a+b = b+a.

Solution
Verified by Toppr


Was this answer helpful?
0
Similar Questions
Q1
Check whether the following pair of statements are negation of each other. Give reasons for your answer.
(i) a + b = b + a is true for every real number a and b.
(ii) There exist real numbers a and b for which a + b = b + a.
View Solution
Q2

Check whether the following pair of statements are negations of each other. Give reasons for your answer.

(i) x +y =y +x is true for every real numbers x and y.

(ii) There exists real numbers x and y for which x + y = y + x.

View Solution
Q3
Check whether the following pair of statements are negation of each other. Give reasons for your answer.

(i) x+y=y+x is true for every real numbers x and y.

(ii) There exists real numbers x and y for which x+y=y+x.


View Solution
Q4
Check whether the following pair of statements are negation of each other. Give reasons for the answer.

(i) x+y=y+x is true for every real numbers x and y

(ii) There exist real numbers x and y for which x+y=y+x.
View Solution
Q5

Check whether the following pair of statements is negation of each other. Give reasons for the answer.

(i) x + y = y + x is true for every real numbers x and y.

(ii) There exists real number x and y for which x + y = y + x.

View Solution