1/A+4/B=2 ===>1/2A+2/B=1
A+B
=(A+B)(1/2A+2/B)
=1/2+2A/B+B/2A+2
>=3+2√(2A/B)*(B/2A) (当且仅当2A/B=B/2A时取到等号)
=3+2
=5
所以A+B最小值为5