A ≥ 2 ... C ≥ 1 ... D ≥ 1 ... B ≥ A + C + D ... A + B + C + D = 10
list the possibilities ... there aren't that many ... I'll start
A2 , C1 , D1 , B6
A2 , C2 , D1 , B5
that's half
Ten apples are distributed among Amy, Ben, Corin, and Dora such that Amy gets at least two, and Corin and Dora get at least one each. If Ben gets at least as many apples as all the others put together, how many ways can the apples be distributed?
2 answers
Thanks R_scott