Worksheet on Equivalent Rational Numbers
Practice the questions given in the worksheet on equivalent rational numbers. We know, to convert a rational number to an equivalent rational number, either multiply or divide both its numerator and denominator by a non-zero integer.
1. Express each of the following as a rational number with positive denominator:
(i) 15/(-28)
(ii) 6/(-9)
(iii) -28/(-11)
(iv) 19/(-7)
2. Express 3/5 as a rational number with numerator:
(i) 6
(ii) -15
(iii) 21
(iv) -27
3. Express (-3)/5
as a rational number with denominator.
(i) 20
(ii) -30
(iii) 35
(iv) -40
4. Express 5/7 as a rational number with denominator:
(i) -14
(ii) 70
(iii) -28
(iv) -84
5. Express 3/4 as a rational number with denominator:
(i) 20
(ii) 36
(iii) 44
(iv) -80
6. Express 2/5 as a rational number with numerator
(i) -56
(ii) 154
(iii) -750
(iv) 500
7. Express (-192)/108 as a rational number with numerator:
(i) 64
(ii) -16
(iii) 32
(iv) -48
8. Express 168/(-294) as a rational number with denominator :
(i) 14
(ii) -7
(iii) -49
(iv) 1470
9. Write (-14)/42 in a form so that the numerator is equal to:
(i) -2
(ii) 7
(iii) 42
(iv) -70
10. Express (-42)/98 as a rational number with denominator 7.
11. Express (-48)/60 as a rational number with denominator 5.
12. Select those rational numbers which can be written as a rational number with numerator 6:
1/22, 2/3, 3/4, 4/(-5), 5/6, (-6)/7, (-7)/8
13. Select those rational numbers which can be written as a rational number with denominator 4:
7/8, 64/16, 36/(-12), (-16)/17, 5/(-4), 140/28
14. In each of the following, find an equivalent form of the rational number having a common denominator:
(i) 3/4 and 5/12
(ii) 2/3, 7/6 and 11/12
(iii) 5/7, 3/8, 9/14 and 20/21
Answers for the worksheet on equivalent rational numbers are given below to check the exact answers of the above questions on converting a rational number to its equivalent rational number.
Answers:
1. (i) 15
(ii) (-6)/9
(iii) 28/11
(iv) (-19)/7
2. (i) 6/10
(ii) (-15)/(-25)
(iii) 21/35
(iv) (-27)/(-45)
3. (i) (-12)/20
(ii) 18/(-30)
(iii) (-21)/35
(iv) 24/(-40)
4. (i) (-10)/(-14)
(ii) 50/70
(iii) (-20)/28
(iv) (-60)/(-84)
5. (i) 15/20
(ii) 27/36
(iii) 33/44
(iv) (-60)/(-80)
6. (i) (-56)/(-140)
(ii) 154/385
(iii) (-750)/(-1875)
(iv) 500/1250
7. (i) 64/(-36)
(ii) (-16)/9
(iii) 32/(-18)
(iv) (-48)/27
8. (i) (-8)/14
(ii) 4/(-7)
(iii) 28/(-49)
(iv) (-840)/1470
9. (i) (-2)/6
(ii) 7/(-21)
(iii) 42/(-126)
(iv) (-70)/210
10. (-3)/7
11. (-4)/5
12. 1/22, 2/3, 3/4, (-6)/7
13. 7/8, 64/16, 36/(-12), 5/(-4), 140/28
14. (i) 9/12 and 5/12
(ii) 8/12, 14/12 and 11/12
(iii) 120/168, 63/168, 108/168 and 160/168
● Rational Numbers - Worksheets
Worksheet on Equivalent Rational Numbers
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Worksheet on Standard form of a Rational Number
Worksheet on Equality of Rational Numbers
Worksheet on Comparison of Rational Numbers
Worksheet on Representation of Rational Number on a Number Line
Worksheet on Adding Rational Numbers
Worksheet on Properties of Addition of Rational Numbers
Worksheet on Subtracting Rational Numbers
Worksheet on Addition and
Subtraction of Rational Number
Worksheet on Rational Expressions Involving Sum and Difference
Worksheet on Multiplication of Rational Number
Worksheet on Properties of Multiplication of Rational Numbers
Worksheet on Division of Rational Numbers
Worksheet on Properties of Division of Rational Numbers
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● Rational Numbers
Introduction of Rational Numbers
Is Every Rational Number a Natural Number?
Is Every Rational Number an Integer?
Is Every Rational Number a Fraction?
Equivalent form of Rational Numbers
Rational Number in Different Forms
Properties of Rational Numbers
Lowest form of a Rational Number
Standard form of a Rational Number
Equality of Rational Numbers using Standard Form
Equality of Rational Numbers with Common Denominator
Equality of Rational Numbers using Cross Multiplication
Comparison of Rational Numbers
Rational Numbers in Ascending Order
Rational Numbers in Descending Order
Representation of Rational Numbers on the Number Line
Rational Numbers on the Number Line
Addition of Rational Number with Same Denominator
Addition of Rational Number with Different Denominator
Properties of Addition of Rational Numbers
Subtraction of Rational Number with Same Denominator
Subtraction of Rational Number with Different Denominator
Subtraction of Rational Numbers
Properties of Subtraction of Rational Numbers
Rational Expressions Involving Addition and Subtraction
Simplify Rational Expressions Involving the Sum or Difference
Multiplication of Rational Numbers
Properties of Multiplication of Rational Numbers
Rational Expressions Involving Addition, Subtraction and Multiplication
Reciprocal of a Rational Number
Rational Expressions Involving Division
Properties of Division of Rational Numbers
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