How To Find Gcd Of Two Numbers
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How To Find Gcd Of Two Numbers
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Finding The GCD Of Two Numbers Using Euclidean Algorithm Part 2 YouTube
Given two numbers a and b the task is to find the GCD of the two numbers Note The GCD Greatest Common Divisor or HCF Highest Common Factor of two numbers is the largest number that divides both of them Examples Unmute Input a 20 b 28 Output 4 Explanation The factors of 20 are 1 2 4 5 10 and 20 1. Find GCD of 16 and 60 using the long division method. Since last divisor is 4, GCD of 16 and 60 = 4. 2. Find the greatest common factor of 150 and 180 by using the prime factorization method. Solution: Prime factors of $150 = 2 \times 3 \times 5^{2} = 2 \times 3 \times 5 \times 5$
GCD Of Two Numbers Program To Find The GCD Or HCF Of Two Numbers
How To Find Gcd Of Two NumbersOne way to write this, using the notation mod = the remainder is that GCD (a,b) = b if a mod b = 0, and GCD (a,b) = GCD (b, a mod b) otherwise. As an example, let's find GCD (-77,91). First, use 77 instead of -77, so GCD (-77,91) becomes GCD (77,91). Step 1 Find the divisors of the positive number a Step 2 Find the divisors of the positive number b Step 3 List the divisors common to a and b Step 4 Find the divisor which is the highest of all the common divisors of a and b This is the GCD of 2 numbers
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