Euclid algorithm to find the HCF of 340 and 412

1.	Euclid algorithm to find the HCF of 340 and 412
Answer» The HCF of 340 and 412 is 4. Step-by-step explanation: To find : The HCF of 340 and 412 ? SOLUTION : According to Euclid algorithm, $\text{Dividend}=\text{Quotient}\times \text{Divisor}+\text{Remainder}$ Divide 412 by 340 and START simplifying, $412 = 1\times 340+ 72\\\\340 = 4\times 72+ 52\\\\72 = 1\times 52+ 20\\\\52 = 2\times 20 + 12\\\\20 = 1\times 12 + 8\\\\12 = 1\times 8+ 4\\\\8 = 2\times 4+ 0$ The HCF of 340 and 412 is 4. #LEARN more Find the hcf(121,573)by Euclid's algorithm brainly.in/question/3392856

Answer»

The HCF of 340 and 412 is 4.

Step-by-step explanation:

To find : The HCF of 340 and 412 ?

SOLUTION :

According to Euclid algorithm,

$\text{Dividend}=\text{Quotient}\times \text{Divisor}+\text{Remainder}$

Divide 412 by 340 and START simplifying,

$412 = 1\times 340+ 72\\\\340 = 4\times 72+ 52\\\\72 = 1\times 52+ 20\\\\52 = 2\times 20 + 12\\\\20 = 1\times 12 + 8\\\\12 = 1\times 8+ 4\\\\8 = 2\times 4+ 0$

The HCF of 340 and 412 is 4.

#LEARN more

Find the hcf(121,573)by Euclid's algorithm

brainly.in/question/3392856

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Euclid algorithm to find the HCF of 340 and 412

The HCF of 340 and 412 is 4.

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