How to conceive a Turing machine that is the intersection of the languages of two Turing machines?

We have $$M = (Q,Σ,Γ,δ,q_0,q_a,q_r)$$ and $$M′= (Q′, Σ , Γ′, δ′,q_0′,q_a′,q_r′)$$.

We want to construct a standard Tm that recognize L(M) ∩ L(M′). How do I go about it? I don’t have much more information than this. Anything to get started would be appreciated.