George went to the supermarket with a red and a green bag and bought 10 carrots and 6 radishes. On the way back he divided the vegetables between the two bags in such a way that no bag was left empty. What is the maximum number of ways in which he can divide the vegetables between the two bags? Choices:
A) 60	B) 120	C) 600	D) 2^16	E) 2^16 - 2
Each carrot or radish can go into either red or green bag. So for Each vegetable there are 2 ways they can end up.   Like that for 16( 10 carrot + 6 raddish) there are 2^16 ways. But this includes the cases where all the 16 are in either red or green bag.   So answer is 2^16-2.   ANSW2^16 - 2R:2^16 - 2
<result>E</result>
George went to the supermarket with a red and a green bag and bought 10 carrots and 6 radishes. On the way back he divided the vegetables between the two bags in such a way that no bag was left empty. What is the maximum number of ways in which he can divide the vegetables between the two bags?