suppose that $$g : A \rightarrow B \text { and } f : B \rightarrow C \text { where } A = B = C = \{ 1,2,3,4 \} , g =$$ $$\{ ( 1,4 ) , ( 2,1 ) , ( 3,1 ) , ( 4,2 ) \} \text {, and } f = \{ ( 1,3 ) , ( 2,2 ) , ( 3,4 ) , ( 4,2 ) \} \text {. }$$
-$$\text { Find } g \circ ( g \circ g ) \text {. }$$ $$\text { and } g \text { and } f \text { are defined by } g = \{ ( 1 , b ) , ( 2 , a ) , ( 3 , b ) , ( 4 , a ) \} \text { and } f = \{ ( a , 8 ) , ( b , 10 ) , ( c , 2 ) \} \text {. }$$

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The Answer of suppose that $$g : A \rightarrow B \text { and } f : B \rightarrow C \text { where } A = B = C = \{ 1,2,3,4 \} , g =$$ $$\{ ( 1,4 ) , ( 2,1 ) , ( 3,1 ) , ( 4,2 ) \} \text {, and } f = \{ ( 1,3 ) , ( 2,2 ) , ( 3,4 ) , ( 4,2 ) \} \text {. }$$
-$$\text { Find } g \circ ( g \circ g ) \text {. }$$ $$\text { and } g \text { and } f \text { are defined by } g = \{ ( 1 , b ) , ( 2 , a ) , ( 3 , b ) , ( 4 , a ) \} \text { and } f = \{ ( a , 8 ) , ( b , 10 ) , ( c , 2 ) \} \text {. }$$

Suppose That g:A→B and f:B→C where A=B=C={1,2,3,4},g=g : A \rightarrow B \text { and } f : B \rightarrow C \text { where } A = B = C = \{ 1,2,3,4 \} , g =g:A→B and f:B→C where A=B=C={1,2,3,4},g=

Suppose That $g : A \rightarrow B \text { and } f : B \rightarrow C \text { where } A = B = C = \{ 1,2,3,4 \} , g =$