How do you find the domain and range of #(x-1)^2-9 #?
1 Answer
Apr 26, 2017
Explanation:
#(x-1)^2-9" is defined for all real values of x"#
#rArr"domain is " x inRR#
#(x-1)^2 >=0" for all real values of x"#
#rArr" range is " y inRR,y>= -9#
graph{(x-1)^2-9 [-28.1, 28.09, -14.05, 14.04]}