Suppose $g : A \rightarrow B \text { and } f : B \rightarrow C$ where A = {1,2,3,4 }, B = {a,b,c} , C= {2,7,10} , anf $f$ and $g$ are defined by $g$ ={(1,b),(2,a),(3,a),(4,b)} and $f$ ={(a, 10),(b, 7),(c, 2)} . Find $f \circ g$

Question

Suppose $g : A \rightarrow B \text { and } f : B \rightarrow C$ where A = {1,2,3,4 }, B = {a,b,c} , C= {2,7,10} , anf $f$ and $g$ are defined by $g$ ={(1,b),(2,a),(3,a),(4,b)}  and $f$ ={(a, 10),(b, 7),(c, 2)} .  Find $f \circ g$

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The Answer of Suppose $g : A \rightarrow B \text { and } f : B \rightarrow C$ where A = {1,2,3,4 }, B = {a,b,c} , C= {2,7,10} , anf $f$ and $g$ are defined by $g$ ={(1,b),(2,a),(3,a),(4,b)}  and $f$ ={(a, 10),(b, 7),(c, 2)} .  Find $f \circ g$

Suppose g:A→B and f:B→Cg : A \rightarrow B \text { and } f : B \rightarrow Cg:A→B and f:B→C

Suppose $g : A \rightarrow B \text { and } f : B \rightarrow C$