Class 4 Fractions. Answer t he quest ions. For more such worksheets visit

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1 ID : infractions [] Class Fractions For more such worksheets visit Answer t he quest ions () Which mixed f raction is shown by the f igure given below? () If sum of both horizontal and vertical rows are same, f ind the missing value. () Shade the images to show the f ollowing f raction addition. and and makes ( 0 Edugain (

2 ID : infractions [] Choose correct answer(s) f rom given choice () Write the f raction in simplest/lowest f orm. a. b. c. d. Fill in the blanks () In like f ractions, the numerator, the smaller the number will be. () A f raction with a combination of a whole number and a proper f raction is called f raction. () Add the f ollowing f ractions and reduce them to the simplest f orm: () Fill in the blank to make the two f ractions equivalent 0 0 () Fill in the blank with <,, or sign: ( 0 Edugain (

3 ID : infractions [] () Alisha read of a book on Tuesday, of the book on Wednesday and of the book on Thursday. The total amount of book did Alisha read by end of Thursday is. () Subtract the f ollowing f ractions () Subtract the f ollowing f ractions and reduce them to the simplest f orm: 0 0 () Fill in the blank.. ( 0 Edugain (

4 () ID : infractions [] The f raction of squares that have alphabets on the grid as shown below is. R O K G X U H E F B S C M Z Y V Check True/False () Fractions with dif f erent denominator are called like f ractions. True False 0 Edugain ( All Rights Reserved Many more such worksheets can be generated at ( 0 Edugain (

5 Answers ID : infractions [] () () Step It is given that sum of both horizontal and vertical rows are same. Since all values of vertical rows are given, lets f irst f ind sum of elements in vertical row Step Sum of values in vertical row, Step Now sum of available values in horizontal row, Step Since sum of horizontal and vertical rows are same, the missing value should be same as the dif f erence of two sums obtained above. Theref ore missing value () and and makes ( 0 Edugain (

6 ID : infractions [] () a. Step A f raction is said to be in the simplest/lowest f orm if its numerator and the denominator have no common f actor higher than. In other words, we can say that a f raction is said to be in the simplest/lowest f orm if the HCF of its numerator and denominator is equal to. Step If f or any f raction, both the numerator and the denominator are divided by their HCF, the HCF of the new numerator and denominator will be. This means that the new f raction will be in its simplest/lowest f orm. Step In order to write the f raction and : in the simplest/lowest f orm, let us f ind the HCF of Factors of Factors of The HCF of and is. Step Now, let us divide both the numerator and denominator of the f raction order to bring it into its simplest/lowest f orm: by its HCF in Step Hence, the simplest/lowest f orm of is. ( 0 Edugain (

7 () () smaller mixed ID : infractions [] () 0 0 () () < ( 0 Edugain (

8 ID : infractions [] () Alisha read of a book on Tuesday, of the book on Wednesday and of the book on Thursday. The total amount of book did Alisha read by end of Thursday is. () () 0 0 ( 0 Edugain (

9 ID : infractions [] () () Step Total number of squares Step Number of squares that have alphabet Step Fraction of squares that have alphabets, () False ( 0 Edugain (

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