Question

convert number in p q form 7.3 bar​

Answer 1

Answer:

7.3bar=x

10x=73.33.......

when both sides get similar repetition subtract them

Hope this answer is helpful

Answer 2

Answer:

22/3

Note:

• Rational number : The number which can be written in the form of p/q where p and q are integers but q≠0 is called rational number.

• Rational number are characterized as :

1). Terminating

2). Non-terminating but repeating

(or Non-terminating but recurring)

• Every terminated decimal Or Non-terminating but repeating decimal can be written in the form of p/q .

Solution:

Let us suppose ,

x = 7.333... -------(1)

Now,

Multiplying both sides of eq-(1) with 10 ,

We get ;

=> 10•x = 10•(7.333...)

=> 10x = 73.333... ------(2)

Now,

Subtracting eq-(1) from eq-(2) , we get ;

=> 10x - x = 73.333... – 7.333...

=> 9x = 66

=> x = 66/9

=> x = 22/3

=> 7.333... = 22/3 { Since , x = 7.333... }

Hence

7.333... = 22/3