Question

p/q form of 1.63bar ,bar only for 3​

Answer 1

SOLUTION :

Let x be = 1.633333......   ___(i)

Multiplying 10 to both sides of equation (i), we get,

10x = 16.333.....  ___(ii)

Multiplying 10 to both sides if equation (ii), we get,

100x = 163.3333........  ___(iii)

Now,

Subtracting equation (ii) from equation (iii), we get

100x = 163.333.....

- 10x =   16.333.....

_______________

90x  = 147.000....

_______________

⇒ 90x = 147

⇒ x = 147 ÷ 90

$\bf x=\frac{147}{90}$

Answer 2

Answer:-

Step-by-step explanation:-

Given :-

= 1.63bar.

To Find :-

Find p/q form of 1.63bar.

Let x be = 1.633333   ......(i)

Solution:-

Multiplying 10 to both sides of sides of eq (i), we get,

10x = 16.333 ..... (ii)

Multiplying 10 to both sides of eq (ii), we get,

100x = 163.3333 ........ (iii)

Subtracting equation (ii) from equation (iii), we get

⇒ 100x = 163.333..... = - 10x =   16.333.....

⇒ 100x - 10x = 16.333.. - 163.333..

⇒ 90x  = 147.000....

Finding x value.

⇒ 90x = 147

⇒ x = 147/90

Hence, p/q form of 1.63bar is  147/90.