Refer to Exercise. Make the assignments Y1 = x and . Determine assignments for Y1 and Y3 that will enable you to graph each function, and then graph the function.
Let y =f(x) be a function with domain D =[−6, −2]and range R =[−10, −4]. Find the domain D and range R for each function.
(a)
(b) y =f(2x)
(c) y = f(x − 2) + 5
(d) y = f(x + 4) − 1
(e) y =f(− x)
(f) y = −f(x)
(g)y =f(|x|)
(h) y = |f(x)|
(a)
(b) y = f(2x)
(c) y = f(x −2) + 5
(d) y = f(x + 4) − 1
(e) y =f(− x)
(f) y = −f(x)
(g)y =f(|x|)
(h) y =| f(x)|
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