Robin and Terry want to invite five of their friends to their wedding. Robin has seven friends and Terry has six, and Robin and Terry have no friends in common. If at least one of Robin’s friends and at least one of Terry’s friends must be invited, how many different groups of friends could Robin and Terry invite to their wedding?
A) 462 B) 924 C) 1260 D) 2520 E) 151,200
Can somebody solve this one and post the solution? Thanks