Question

From the graph below, observe any critical number(s), and describe corresponding slope(s) of the function.

Question options:

	1) There's only one critical number at x=0.5 with corresponding f'(0.5)=0.
	2) One critical number is x=0 with corresponding f'(0)>0. One critical number is x=1 and there is no corresponding slope of the function because f'(1) does not exist.
	3) One critical number is x=0 with corresponding f'(0)>0. Another critical number is x=1 with corresponding f'(1)<0.
	4) There's only two critical numbers at x=0.5 and x=1.0 with corresponding slopes at infinity.
	5) One critical number is x=0 and there is no corresponding slope of the function because f'(0) does not exist. Another critical number is x=1 with corresponding f'(1)<0.
	6) One critical number is x=0 with corresponding f'(0)>0. Another critical number is x=1 with corresponding f'(1)=0.
	7) One critical number is x=0 with corresponding f'(0)=0. Another critical number is x=1 with corresponding f'(1)>0.
	8) One critical number is x=0 with corresponding f'(0)>0. Another critical number is x=1 with corresponding f'(1)>0.
	9) One critical number is x=0 and there is no corresponding slope of the function because f'(0) does not exist. Another critical number is x=1 with corresponding f'(1)=0.
	10) One critical number is x=0 and there is no corresponding slope of the function because f'(0) does not exist. Another critical number is x=1 with corresponding f'(1)>0.

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