(i). To find a logarithm of a number, two cases must be considered. Critically outline these cases in the field of mathematics, compare and contrast them and illustrate your answer with suitable practical examples from any field of application.
(ii). Using practical example from the field of mathematics, compare and contrast the relationship between logarithm and indices. Illustrate your understanding of indices and logarithm by discussing and explaining possible three reasons for their relationship.


(iii). In your own words, clearly distinguish and differentiate between whole numbers and integers within the context of mathematics. You may use an appropriate numbers to explain your answer.