The least common multiple of $9$ and $17$: $9 \times 17 = 153$ 
Micky and Marcy want to make dumplings. They start with different speeds. There are two kinds of boxes. The smaller one of them could contain $9$ dumplings, and the bigger one could contain $17$ dumplings. Micky works with the smaller one, and Marcy works with the bigger one. What is the smallest number of dumplings that Micky needs to make until they start with a new box respectively at the same time? 
Options:
(1) $$143$$ 
(2) $$150$$ 
(3) $$153$$ 
(4) $$163$$ 
(5) $$173$$ 