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Consider the three exponential functions f(x) = a . b, in red, g(x) = c . d*, in blue, and h(x) = p . q*, in green, graphed below where a, b, c, d, p, q are constants. For each statement below, enter all of the possible constants (letters a, b, c, d, p, or q) as a list of letters in any order without any separating commas. For example a possible answer could be apdq which is equivalent to paqd (or any other order of these four constants), but a, d, p, q would not be graded correctly because it includes commas. f(x)=a(b)^x (a) Which of these constants are definitely positive? h(x)=p(q)"x (b) Which of these constants are definitely greater than 1? (Click on graph to enlarge) (c) Which of these constants could possibly be between 0 and 1? (d) Which of these constants could possibly be greater than the value of a? (e) Which two of these constants are definitely equal?Starting with the graph of y = 3", write the equation of the graph that results from (a) shifting 2 units downward (b) shifting 2 units to the right (c) reflecting about the x-axis (d) reflecting about the y-axis (e) reflecting about the x-axis and then about the y-axis. (a) y ( b ) y (c) y (d) y = (e) y =