FULL SOLUTIONS TO 5 AND 6 PLEASE!!!!!!

5. (3 marks + 1 bonus mark) If 9(95) = 533? (a) ( (b) ( (c) (1 mark) Find a formula for the inverse function: that is, nd g_1(a:). d) ( 1 mark) What is the domain of 9(5):)? 1 mark) Verify (with a sketch and/ or short argument) that g is a onetoone function. 1 bonus mark) Find the range of g. 6. (5 marks) Sketch the graph of a function f with the following properties: a f is not continuous when :15 = 2 but liming f(E) exists. a f has a jump discontinuity when a: = 1. o f is continuous at all points other than where a: = 2 or a: = 71