Math, asked by esreeja446, 3 months ago

Write 3 Rational numbers between 3/5 & 5/3​

Answers

Answered by shyamganesh2345
0

Answer:

Rational number is any number that can express in the form of

q

p

of two integers, where 'q' cannot be zero, so

(i) The rational number between

5

3

and

5

4

is average of

5

3

and

5

4

2

1

(

5

3

+

5

4

)=

2

1

(

5

3+4

)=

10

7

(ii) The second rational number between

5

3

and

5

4

can be calculated bye calculating the average of

5

3

and

10

7

2

1

(

5

3

+

10

7

)=

2

1

(

10

6+7

)=

20

13

(iii) The third rational number between

5

3

and

5

4

can be calculated by calculating the average of

10

7

and

5

4

2

1

(

10

7

+

5

4

)=

2

1

(

10

7+8

)=

20

15

(iv) The fourth rational number between

5

3

and

5

4

can be calculated by calculating the average of

5

3

and

20

13

2

1

(

5

3

+

20

13

)=

2

1

(

20

12+13

)=

40

25

(v) The fifth rational number between

5

3

and

5

4

can be calculated by calculating the average of

20

13

and

5

4

2

1

(

20

13

+

5

4

)=

2

1

(

20

13+16

)=

40

29

Then five rational are

10

7

,

20

13

,

20

15

,

40

27

and

40

29

Answered By

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Find a rational number exactly halfway between:

3

−1

Answered by Somya2861
3

Step-by-step explanation:

\huge \tt{\text{A} \blue{N} \orange{S} \pink{W} \green{E} \red{R}} :) :)

LCM of 3/5 & 5/3 = 15

 \tt{  =  > \frac{3 \times 3}{5 \times 3} \:   and \:  \frac{5 \times 5}{3 \times 5} } \\ \tt { =  >  \frac{9}{15} }and \frac{25}{15}

The rational numbers are :-

 \huge \tt \blue{ \frac{10}{15} >  \frac{11}{15}  >  \frac{12}{25} }

Hope it helpful...☃️⚡️

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