$$144={{2}^{4}}\times {{3}^{2}}=4\times2^{2}\times {{3}^{2}}$$. Among them, there are $$\left( 2+1 \right)\times (2+1)=9$$ factors which has $$4$$ as its factor. 
How many positive factors of $$144$$ are also multiples of $$4$$? 
[a] $$5$$ 
[b] $$6$$ 
[c] $$8$$ 
[d] $$9$$ 
[e] $$12$$ 