Find d = \text{gcd}(5544, 910)d=gcd(5544,910) and a, ba,b such that a \times 5544 + b \times 910 = da×5544+b×910=d.
a. d = 182, a = 7, b = -43d=182,a=7,b=−43
b. d = 14, a = -13, b = 82d=14,a=−13,b=82
c. d = 286, a = -3, b = 19d=286,a=−3,b=19
d. d = 1, a = 377, b = -233d=1,a=377,b=−233