Symmetric monoidal closed categories

Dear mathematicians, I wonder if the following is true. Has anybody a reference, if this is the case? For a complete and co-complete symmetric monoidal closed category C and a small category D the functor category Fun(D,C) is pointwise a symmetric monoidal category. Is this a closed symmetric monoidal structure? This is true for simplicial sets and simplicial abelian groups for example. Thank you for any help. Tony