Bob looked at the type of food that 150 animals ate. The pets under the “Others” category consume 3 kinds of feed: Feed *A*, Feed *B*, and Feed *C*.

A total of \(\frac{2}{3}\) of the pets in this category consume *A*, \(\frac{1}{3}\) consume *B*, and \(\frac{1}{3}\) consume *C*, with some of these pets consuming mixed types of feeds.

If \(2\) pets feed on both *A* and *B*, \(1\) pet feeds on both *A* and *C*, and no pets feed on all three, how many pets exclusively feed on each of the brands (*A*, *B* and *C*)? Use the Venn diagram in the “Reading Aid” attachment.