Euclidean Algorithm Proof - Search Videos

Find GCD of 252 and 105 | Euclidean Algorithm | MT502 Number Theory | Osmania University B.Sc Maths

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Find GCD of 252 and 105 | Euclidean Algorithm | MT502 Number Theory | Osmania University B.Sc Maths

PYQ Solved: Find GCD of 252 and 105 using the Euclidean Algorithm 📘 Subject: Number Theory (MT502) | Osmania University | B.Sc Mathematics Semester 5 🔢 Solution Steps: Step 1: 252 = 2 × 105 + 42 → r = 42 ≠ 0, continue Step 2: 105 = 2 × 42 + 21 → r = 21 ≠ 0, continue Step 3: 42 = 2 × 21 + 0 → r = 0, STOP! ∴ GCD(252, 105 ...

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