Math, asked by iammaahishah3005, 8 months ago

27
and 3 is a dash
fraction.​

Answers

Answered by Anonymous
1

Answer:

Step-by-step explanation:

(i) The given figure represents 2 shaded parts out of 4 equal parts.

So, the fraction = 2/4

(ii) The given figure represents 8 shaded parts out of 9 equal parts.

So, the fraction = 8/9

(iii) The given figure represents 4 shaded parts out of 8 equal parts.

So, the fraction = 4/8

(iv) The given figure represents 1 shaded part out of 4 equal parts.

So, the fraction = 1/4

(v) The given figure represents 3 shaded parts out of 7 equal parts.

So, the fraction = 3/7

(vi) The given figure represents 3 shaded parts out of 12 equal parts.

So, the fraction = 3/12

(vii) The given figure represents 10 shaded parts out of 10 equal parts.

So, the fraction = 10/10

(viii) The given figure represents 4 shaded parts out of 9 equal parts.

So, the fraction = 4/9

(ix) The given figure represents 4 shaded parts out of 8 equal parts.

So, the fraction = 4/8

(x) The given figure represents 1 shaded part out of 2 equal parts.

So, the fraction = 1/2

Question 2:

Colour the part according to the given fraction:

                   

Answer:

(i) 1/6 means we have to colour one part out of 6 parts in the given figure.

(ii) 1/4 means we have to colour one part out of 4 parts in the given figure.

(iii) 1/3 means we have to colour one part out of 3 parts in the given figure.

                   

(iv) 3/4 means we have to colour three parts out of 4 parts in the given figure.

(v) 4/9 means we have to colour four parts out of 9 parts in the given figure.

each one of them.

(b) The part of a sandwich each boy will receive = 1 * (1/3) = 1/3

bers = 5/11

Question 9:

Write the natural numbers from 102 to 113. What fraction of them are prime numbers?

Answer:

Natural numbers from 102 to 113:

102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113

Prime numbers from 102 to 113:

103, 107, 109, 113

Hence fraction of prime numbers = 4/12 = 1/3

(c) 2/5, 3/5, 8/5, 4/5

Yes, all of these fractions are equivalent.

(b) 4/12, 3/9, 2/6, 1/3, 6/15

Now, 4/12 = 1/3, 3/9 = 1/3, 2/9 = 1/3, 6/15 = 2/5

So, these fractions are not equivalent.

Question 2:

Write the fraction and pair up the equivalent fractions to each row:

 Class_6_Fractions_Shaded_Portion6                

   Class_6_Fractions_Shaded_Portion6    

Answer:

(a) 1/2                        (ii) 4/8 = 1/2

(b) 4/6 = 2/3              (iv) 8/12 = 2/3

(c) 3/9 = 1/3              (i) 6/18 = 1/3

(d) 2/8 = 1/4              (v) 4/16 = 1/4

(e) 3/4                        (iii) 12/16 = 3/4

Question 3:

Replace        in each of the following by the correct number:

(a) 2/7 = 8/ Class_6_Fractions_Reactangle                  (b) 5/8 = 10/ Class_6_Fractions_Reactangle                (c) 3/5 = Class_6_Fractions_Reactangle     /20

(d) 45/60 = 15/  Class_6_Fractions_Reactangle          (e) 18/24 = Class_6_Fractions_Reactangle   /4

Answer:

(a) 2/7 = (2*4)/(7*4) = 8/  Class_6_Fractions_28                  (b) 5/8 = (5*2)/(8*2)= 10/Class_6_Fractions_3                    

(c) 3/5 = (3*4)/(5*4) =     Class_6_Fractions_12  /20

(d) 45/60 = (45/3)/(60/3) = 15/Class_6_Fractions_20                   (e) 18/24 = (18/6)/(24/6) = Class_6_Fractions_3/4

Question 4:

Find the equivalent fraction of 3/5 having:

(a) denominator 20   (b) numerator 9   (c) denominator 30   (d) numerator 27

Answer:

(a) 3/5 = (3*4)/(5*4) = 12/20                (b) 3/5 = (3*3)/(5*3) = 9/15

(a) 3/5 = (3*6)/(5*6) = 18/30                (a) 3/5 = (3*9)/(5*9) = 27/45

Question 5:

Find the equivalent fraction of 36/48 with:

(a) numerator 9   (b) denominator 4

Answer:

(a) 36/48 = (36/4)/(48/4) = 9/12

(b) 36/48 = (36/12)/(48/12) = 3/4

Question 6:

Check whether the given fractions are equivalent:

(a) 5/9, 30/54       (b) 3/10, 12/50           (c) 7/13, 5/11

Answer:

(a) 5/9, 30/54 = (5*6)/(9*6), 30/54 = 30/54, 30/54

So, 5/9, 30/54 are equivalent fractions.

(b) 3/10, 12/50 = (3*5)/(10*5), 12/50 = 15/50, 12/50

So, 3/10, 12/50 are not equivalent fractions.

(a) 7/13, 5/11 = (7*11)/(13*11), (5*13)/(11*13)  = 77/143, 65/143

So, 7/13, 5/11 are not equivalent fractions.

Question 7:

Reduce the following fractions to simplest form:

(a) 48/60  (b) 150/60  (c) 84/98  (d) 12/52  (e) 7/28

Answer:

(a) 48/60 = 4/5       {48 and 60 are divided by 12}  

(b) 150/60 = 5/2    {150 and 60 are divided by 30}

(c) 84/98 = 6/7       {84 and 98 are divided by 14}

(d) 12/52 = 3/13    {12 and 52 are divided by 4}

(e) 7/28 = 1/4         {7 and 28 are divided by 7}

 

Answered by Anonymous
1

☺️ Heya mate ☺️

\huge\underline\red{Improper fraction}

✌️I hope it helps you ✌️

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