Students can find rational numbers questions and answers here, along with extensive explanations. More rational numbers questions and practice problems are available at BYJU'S to help you enhance your test scores.
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RD SHARMA-RATIONAL NUMBERS-All Questions Fill in the blanks: (-5)/7=(dot)/(35)=(dot)/(49) (ii) (-4)/(-9)=(dot)... 04:04 Fill in the blanks: 6/(-13)=(-12)/(dot)=(24)/(dot)\ \ (ii) (-6)/(dot... 05:10 Express each of the following rational numbers in the ...
RD SHARMA-RATIONAL NUMBERS-All Questions Are the rational numbers 8/(-12)\ a n d\ (-50)/(75) equal? 01:39 Are the rational numbers (-8)/(28) and (28)/(-49) equal? 00:59 Are the rational numbers (-4)/6\ a n d(16)/(-24) equal? 02:13 Show that the rational numbers ...
Therefore, -5/-9 and 5/-9 does not represent the pair of the same rational numbers. ☛ Check: NCERT Solutions for Class 7 Maths Chapter 9 Video Solution: Which of the following pairs represent the same rational number? (i) −7/21 and 3/9 (ii) −16/20 and 2...
Class 8 Maths Rational NumbersKey ConceptAny number which can be expressed in the form of p/q, or number in the form of pqpq; where q ≠ 0 is called rational number. For example: 1212, 2323, −34-34, etc.Since, q can be equal to 1, thus, all integers can be expressed in ...
7 / 8 Lesson Summary When we order rational numbers, their opposites are in the opposite order. For example, if 7 is greater than 5,-7 is less than -5 . Problem Set 1. a. In the table below, list each set of rational num...
If a and b are two rational numbers, then the irrational number between them = The concepts of rational and irrational numbers are very easy to understand and are a part of both CBSE and ICSE board. Get Selina solutions for Class 9, NCERT solutions for Class 7 and NCERT solutions for Cla...
to say, question 1 there are further 8 questions given in it. While in question number 2, a total of four questions are given in. Students must solve all these questions for a better understanding of chapter 5 of the class 7 RD Sharma Maths book, which is Operations on rational numbers...
Different ways of defining them in terms of rational numbers were explored by different mathematicians, most prominently by Weierstrasss, Cantor and Richard Dedekind (1831–1916). This work has a much more direct impact on mathematical practice than questions of how to define natural numbers, the...