Question: ** For the domain X = {j, k} and co-domain Y = {p, q, r, s}: a) Using formal notation or an arrow diagram,

** For the domain X = {j, k} and co-domain Y = {p, q, r, s}: a) Using formal notation or an arrow diagram,

** For the domain X = {j, k} and co-domain Y = {p, q, r, s}: a) Using formal notation or an arrow diagram, provide an example of a function that is possible to be constructed from the given domain and codomain. b) Using formal notation or an arrow diagram, provide an example of a function that is injective and an example that is not injective. Are there any bijective functions? Provide an example if one exists, if not explain why not.

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