5/7,6/7,7/7 are equivalent rational numbers.Find whether the given statement are true or false.
Answers
Answered by
12
Hi ,
It is False .
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Equivalent Rational Numbers :
Equivalent Rational Numbers are
those which have same value but
are represented in different way.
p/q = kp/kq
example :
5/3 = 10/6 = 15/9
******************************************
Now ,
Given Rational Numbers are
5/7 , 6/7 , 7/7
But 5/7 ≠ 6/7 ≠ 7/7
Therefore ,
5/7 , 6/7 , 7/7 are not equivalent
Rational numbers .
I hope this helps you.
: )
It is False .
******************************************
Equivalent Rational Numbers :
Equivalent Rational Numbers are
those which have same value but
are represented in different way.
p/q = kp/kq
example :
5/3 = 10/6 = 15/9
******************************************
Now ,
Given Rational Numbers are
5/7 , 6/7 , 7/7
But 5/7 ≠ 6/7 ≠ 7/7
Therefore ,
5/7 , 6/7 , 7/7 are not equivalent
Rational numbers .
I hope this helps you.
: )
Answered by
4
Equilavalent rational numbers are the numbers on which the simplified form of the number is same as the other on simplifying.
Given fractions : 5 / 7 , 6 / 7 and 7 / 7
As all of the given fractions are in their simplified form. If p/q in simplified form of all the fraction is equal, fractions will be equivalent fractions.
On comparing all the fractions, we get the in all the fractions denominator is same but numerator is different. Therefore, given fractions are not equilavalent fractions.
Hence, given statement is false.
Given fractions : 5 / 7 , 6 / 7 and 7 / 7
As all of the given fractions are in their simplified form. If p/q in simplified form of all the fraction is equal, fractions will be equivalent fractions.
On comparing all the fractions, we get the in all the fractions denominator is same but numerator is different. Therefore, given fractions are not equilavalent fractions.
Hence, given statement is false.
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