write the rational number which is equal to its additive inverse
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Answered by
30
The rational number which is equal to it's addictive inverse is the number itself but having opposite signs.
Some More Facts About this topic:
1) 0 is the rational number which is not having it's reciprocal .
2) 1 is the rational number whose reciprocal is as same as the number .
-1 is also the rational number whose reciprocal is as same as the number.
3) Any rational number is equal to it's addictive inverse but it's sign is changed.
Eg , a + (-a) = 0 .
4) Rational number lying between 4 and 5 :
Rational numbers are those numbers which are in the form of p/q where p and q both are integers and q≠0 .
#Be Brainly !!
Some More Facts About this topic:
1) 0 is the rational number which is not having it's reciprocal .
2) 1 is the rational number whose reciprocal is as same as the number .
-1 is also the rational number whose reciprocal is as same as the number.
3) Any rational number is equal to it's addictive inverse but it's sign is changed.
Eg , a + (-a) = 0 .
4) Rational number lying between 4 and 5 :
Rational numbers are those numbers which are in the form of p/q where p and q both are integers and q≠0 .
#Be Brainly !!
Answered by
8
Answer:
zero
Step-by-step explanation:
because 0/1 is equal to 1/0. please make this answer as brainlist please........
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