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Arrange the Given Rational Numbers in Descending Order: 3/-10, (-13)/30 "And" 8/-20 - Mathematics

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Question

Arrange the given rational numbers in descending order:

`3/-10, (-13)/30  "and"  8/-20`

Sum

Solution

`3/-10, (-13)/30  "and"  8/-20`

`= (-3)/10, (-13)/30  "and"  (- 8)/20`

`= (-3  xx 6)/(10 xx 6), (-13 xx 2)/(30 xx 2)  "and"  (-8 xx 3)/(20 xx 3)`

(∵ LCM of 10, 20 and 30 = 60)

`= (-18)/60, (-26)/60` and `(-24)/60`

Since, - 18 > - 24 > - 26

`therefore (- 18)/60 > (-24)/60 > (-26)/60`

`=> (-3)/10 > (-8)/20 > (-13)/30`

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Concept for Problem Solving Using Operations on Rational Numbers
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Chapter 2: Rational Numbers - Exercise 2 (B)

APPEARS IN

Selina Concise Mathematics [English] Class 7 ICSE
Chapter 2 Rational Numbers
Exercise 2 (B) | Q 5.2
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