Q6. Find four rational numbers between -3/5 and -2/5
Answers
Answer:
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Answer:
Four rational numbers between and =
Step-by-step explanation:
Given,
Two rational numbers and
To find,
Four rational numbers between the given two rational numbers
Solution:
Two find rational numbers between two rational numbers, we should find the equivalent fractions of the given rational numbers
Equivalent rational numbers are the rational numbers with same denominator
We have and
To find the equivalent fractions, let us make the denominator of both the rational numbers as '10'
Multiply and divide both numerator and denominator of the rational numbers by 2 we get
The equivalent fractions of and are and
Rational number between and = Rational number between
To get another set of equivalent fractions and, let us make the denominator of both the rational numbers as '15'
Multiply and divide both numerator and denominator of the rational numbers by 3 we get
The equivalent fractions of and are
Rational numbers between and = Rational numbers between =
To get another set of equivalent fractions and, let us make the denominator of both the rational numbers as '15'
Multiply and divide both numerator and denominator of the rational numbers by 4 we get
The equivalent fractions of and are
Rational numbers between and = Rational numbers between =
Four rational numbers between and =
=
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