Download free pdf of Chapter 9 Rational Numbers Worksheets for Class 7 Maths. Students can easily get all the Class 7 Maths Worksheets and Exercises in Free Printable ( PDF Format) as per the latest syllabus and examination pattern in CBSE and NCERT pattern. Below you will find all the Rational Numbers related sums that are asked in 7th Grade Mathematics Exams Across Indian Schools.
Rational Numbers Worksheets for Class 7 in PDF Format
- CBSE Class 7 Rational Numbers Worksheet with answers – 16
- CBSE Class 7 Rational Numbers Worksheet with answers – 15
- CBSE Class 7 Rational Numbers Worksheet with answers – 14
- CBSE Class 7 Rational Numbers Worksheet with answers – 13
- CBSE Class 7 Rational Numbers Worksheet with answers – 12
- CBSE Class 7 Rational Numbers Worksheet with answers – 11
- CBSE Class 7 Rational Numbers Worksheet with answers – 10
- CBSE Class 7 Rational Numbers Worksheet with answers – 9
- CBSE Class 7 Rational Numbers Worksheet with answers – 8
- CBSE Class 7 Rational Numbers Worksheet with answers – 7
- CBSE Class 7 Rational Numbers Worksheet with answers – 6
- CBSE Class 7 Rational Numbers Worksheet with answers – 5
- CBSE Class 7 Rational Numbers Worksheet with answers – 4
- CBSE Class 7 Rational Numbers Worksheet with answers – 3
- CBSE Class 7 Rational Numbers Worksheet with answers – 2
- CBSE Class 7 Rational Numbers Worksheet with answers – 1
- Maths MCQ Questions for Class 7 Rational Numbers – 4
- Maths MCQ Questions for Class 7 Rational Numbers – 3
- MCQ Rational Numbers Chapter 9 Class 7 Maths
- MCQ Questions for Class 7 Maths Chapter 9 Rational Numbers
CBSE Class 7 Rational Numbers Practice Worksheet
Q.1 Find the sum:
(i) 5⁄4 + { –11⁄4}
(ii) – 8⁄19 + { (–2)⁄57}
(iii) – 21⁄3 + 43⁄5
(iv) –9⁄10 + 22⁄15
Q.2 Find the Product:
(i) 9⁄2 x –7⁄4
(ii) –6⁄15 x 9⁄11
(iii) 3⁄7 x –2⁄5
Q.3 Find Five Rational Numbers between 1⁄4 and 1⁄2
Q.4 What Number should be added to 7⁄12 to get 4⁄15
Q.5 Find x such that –1⁄5 = 8⁄x
(a) -5 (b) -40 (c) any number (d) none of these
Q.6 Write the following rational numbers in ascending orders:
(a) –3⁄5, –2⁄5,–1⁄5
(b) –1⁄3, –2⁄9,–4⁄3
(c) –3⁄7, –3⁄2,–3⁄4
Q.7 What will be the additive inverse of –3⁄9, –9⁄11, 5⁄11
Q.8 Find any ten rational numbers between –5⁄6 and 5⁄8
Q.9 Find three rational numbers between –1⁄4 and 1⁄2
Q.10 Find ten rational numbers between –1⁄8 and 1⁄4