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Terminating and Non-terminating recurrin...

Terminating and Non-terminating recurring decimal

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To determine whether a given rational number is a terminating or non-terminating recurring decimal, we can follow these steps: ### Step-by-Step Solution 1. **Identify the Rational Number**: We will consider the rational numbers given in the question: \( \frac{25}{100} \), \( \frac{49}{50} \), and \( \frac{9}{49} \). 2. **Factor the Denominator**: ...
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Introduction || Classification OF number || Real number || Prime || Composite || Prime triplet || Rational number || Terminating decimal || Non- terminating decimal || Euclid's division lemma

Discussion OF Worksheet -1 | | Conversation OF Terminating & Non-terminating Decimal into the form p/q ||Pure recurring decimal||Mixed Recurring decimal||Example