
What fraction is \[20\] paisa of Rs. \[6.20\]?
Answer
525.9k+ views
Hint: In the given question, we have to find the fraction of the two given quantities. To do that, we first convert both the terms into the term of the lowest unit. Then we divide the two quantities as a fraction. Then we reduce the fraction into the simplest form, it means that there should be no common factor in the numerator and the denominator, and that gives us the answer.
Complete step by step solution:
We have to calculate the fraction of \[20\] paise to Rs. \[6.20\].
First, we convert Rupees to Paisa.
Rs. \[6.20 = 620\] paisa
Now, the fraction of the two quantities,
\[\dfrac{{20}}{{620}} = \dfrac{1}{{31}}\]
Hence, the required fraction is \[\dfrac{1}{{31}}\].
Note: In the given question, we had to find the fraction of the given quantities. To do that, we divided the two quantities as a fraction. Then we reduced the fraction into the simplest form, it means that there should be no common factor in the numerator and the denominator. And that gave us the answer. So, it is important that we know how to solve a fraction and find its lowest form.
Complete step by step solution:
We have to calculate the fraction of \[20\] paise to Rs. \[6.20\].
First, we convert Rupees to Paisa.
Rs. \[6.20 = 620\] paisa
Now, the fraction of the two quantities,
\[\dfrac{{20}}{{620}} = \dfrac{1}{{31}}\]
Hence, the required fraction is \[\dfrac{1}{{31}}\].
Note: In the given question, we had to find the fraction of the given quantities. To do that, we divided the two quantities as a fraction. Then we reduced the fraction into the simplest form, it means that there should be no common factor in the numerator and the denominator. And that gave us the answer. So, it is important that we know how to solve a fraction and find its lowest form.
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