Question: Considerthe graph of f(ac) given below. (a) Analyzing the graph, if 9(3) : ne), then g($) is increasing for m E (b) Analyzing the graph,

 Considerthe graph of f(ac) given below. (a) Analyzing the graph, if9(3) : ne), then g($) is increasing for m E (b) Analyzing

the graph, if h'(a:) : f($) then h(:c) is increasing for mE Note: Input U, infinity, and -infinity for union, co, and 00,

Considerthe graph of f(ac) given below. (a) Analyzing the graph, if 9(3) : ne), then g($) is increasing for m E (b) Analyzing the graph, if h'(a:) : f($) then h(:c) is increasing for m E Note: Input U, infinity, and -infinity for union, co, and 00, respectively. Clicking on the graph will enlarge it. Each tick on the graph is 1 unit. Consider the graph of f(:r:) given below. I; = NH) (a) Analyzing the graph, if 9(3) : f(:12), then 9 is decreasing for :1: E (b) Analyzing the graph, if h'(m) = f(a:), then h is decreasing for a: E Note: Input U, infinity, and -infinity for union, 00, and 700, respectively

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