What is the linear combination of gcd(25,5)? \square \operatorname{gcd}(25,5)=4 \cdot 1+5 \cdot 5 \operatorname{gcd}(25,5)=5 \cdot 4-1 \cdot 25 \square \operatorname{gcd}(25,5)=-4 \cdot 5+1 \cdot 25 \square \operatorname{gcd}(25,5)=25 \cdot 0+5 \cdot 1

Greatest common divisor gcd(124,24) is_(1)– Linear combination of greatest common divisor of 124 and 24 is Find the linear combination of gcd(345,50) is (Using recursive formula) Therefore, linear combination of gcd(345,50) is 345 \cdot-(5)-50 \cdot-(6) The linear combination of gcd(546,234) is 546 \cdot-(1)_{-}+234 *-(2)