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5. Suppose that after entering the body, a substance is eliminated at a rate that can be modelled by 1 1 the function C(t] = [5] , Where Cis the concentration and t is time. Complete the following chart to match each separate scenario, following the exam shown for the first scenario. (3 marks) Scenario Transformed Description of Transformation Equation A second substance delays the elimination of the first substance for 5 ( Horizontal translation 5 units units of time. C(f) = (5] right. Instead of reducing the concentration of the substance to zero, the body reduces the concentration of the substance toward 2 units. The substance is eliminated at one half of the original rate. The initial concentration of the substance is tripled. 6. Given the function f (x] =5 a. Algebraically determine the equation for f'I (x) . (1 mark) b. Describe the transformation using a mapping statement. (1 mark)