(1,-3),(1,3) are not equal ordered pairs why?
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no because they lie in different quadrant
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Order Pairs:-
Order pairs are those in the form of (x,y) and (a,b)
where the equation satisfies if and only if, (x=a and y=b).
Other wise they wont be called as order pairs.
Lets take another example to understand it,
If, (1,2) is a cordinates and (2,1) is also a coardinate.
Then , still
=> 1≠2 and 2≠1.
Carring these informations lets move towards the question.
Question :-
(1,-3),(1,3) are not equal ordered pairs why?
Answer:- Cause the pairs absisca and ordinate are not same as explained above the statement of ordered pairs.
Since,
1=1 but, -3≠3
So,thereby we show that these are not the ordered pairs!
-Answer!!
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