represent 12.324 bar on 24 in the form of p q
Answers
1) Given number, 1.32323..
Let the number be x
x = 1.3232323...
As the periodicity ( number of repeating digits after the decimal point ) of the number is 2, let's multiply the number with 10².
100x = 132.3232..
Now let's subtract x from 100x
100x = 132.323232..
- x = 1.323232..
------------------------------------------
99x = 131
x = 131/99
∴1.3232323.. = 131/99
2) Given number, 3.575757..
Let the number be x
x = 3.575757...
As the periodicity ( number of repeating digits after the decimal point ) of the number is 2, let's multiply the number with 10².
100x = 357.575757..
Now let's subtract x from 100x
100x = 357.575757..
- x = 3.575757..
------------------------------------------
99x = 354
x = 354/99
x = 118/33
∴3.575757.. = 118/33
Hope my answer helps you : )
Answer:
131/199
Step-by-step explanation:
just chill chill just chilll chill