Enter the number to complete the linear combination. gcd $$ (66,18) $$ yields sequence: 66181260 $$ 12=66-3 \cdot 18 $$ $$ 6=18-1 \cdot 12 $$ After substitution: $$ 6=18-1 \cdot(66-3 \cdot 18) $$ $$ 6= $$ Ex: $$ 5 \hat{v} \cdot 66+ $$ Ex: $$ 5 \hat{v} \cdot 18 $$

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Hilton Frazier · Accepted Answer

$$ 6 = -1 \times 66 + 4 \times 18 $$

Enter the number to complete the linear combination. gcd \( (66,18) \) yields sequence: 66181260 \( 12=66-3 \cdot 18 \) \( 6=18-1 \cdot 12 \) After substitution: \( 6=18-1 \cdot(66-3 \cdot 18) \) \( 6= \) Ex: \( 5 \hat{v} \cdot 66+ \) Ex: \( 5 \hat{v} \cdot 18 \)

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Enter the number to complete the linear combination. gcd \( (66,18) \) yields sequence: 66181260 \( 12=66-3 \cdot 18 \) \( 6=18-1 \cdot 12 \) After substitution: \( 6=18-1 \cdot(66-3 \cdot 18) \) \( 6= \) Ex: \( 5 \hat{v} \cdot 66+ \) Ex: \( 5 \hat{v} \cdot 18 \)

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