Question 837059
There you go.


I'm not going to do all the work for you, but I'll get you started.


*To find five points on each graph, just plug in arbitrary values for x. For example, if *[tex \large h(x) = -\sqrt{x-1}], and you let x = 5, then *[tex \large h(5) = -\sqrt{5-1} = -2]. So (5, -2) is a point on the graph. Remember to plot them on the xy-plane.


*Once you have plotted the point, you should be able to tell the general shape of the graph.


*The domain of a function h(x) is the set of all x for which h(x) is a real number. For example, let h(x) = -3x^2. It is defined for all real x, so the domain is *[tex \large (-\infty, \infty)]. The range is the set of numbers that is mapped to by some x in the domain.