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- ⇒m=65130 =2Hence, m=2.EXAMPLE 4 Using Euclid's algorithm, find the HCF
- ⇒m=65130 =2. Hence, m=2. Using Euclid's algorithm, find the HCF of 1651
- ⇒m=65130 =2Hence, m=2.EXAMPLE 4 Using Euclid's algorithm, find the HCF
- ⇒65m=(13+117)=130⇒m=65130 =2. Hence, m=2.EXAMPLE 4 Using Euclid's algor..
- ⇒m=65130 =2. Hence, m=2.Using Euclid's algorithm, find the HCF of 1651
- ⇒65m=(13+117)=130⇒m=65130 =2. Hence, m=2.EXAMPLE 4 Using Euclid's algor..
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- Thus, 65m−117=13 (given)⇒65m=(13+117)=130⇒m=65130 =2. Hence, m=2.EXAMP..