Answers Algebra 2 MP 234 CHSAbsolute Value Functions

Absolute Value Functions Answers

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g(−4) = g(−2) = g(0) = g(3) = g(4) =

Answer:

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Question text not available

Option

Determine the domain of each piece.Domain of piece 1:[)

–5, 5

–4, –1

1, 4

Rule for piece 2:

y = –1

y = 0

y = 1

a = b =

Answer:

Question text not available

–4

–4x

x = –4

What is the value of f(−3)? f(−3) =

Answer:

Question text not available

Option

Given the graph of the function, f(x), what is the value of f (–2)? f (–2) =

Answer:

g(−4) = g(−2) = g(0) = g(3) = g(4) =

Answer:

Domain of piece 2: [)

–5, 5

–3, 3

–1, 1

Rule for piece 3:

y = –x

y = 2 – x

y = x + 2

a = b =

Answer:

Question text not available

x²

–x²

x³

Idenify the domain for the function, f(x).

Option

g(−4) = g(−2) = g(0) = g(3) = g(4) =

Answer:

Domain of piece 3:[]

–5, 5

1, 5

1, –3

Question text not available

x²

–x²

x³

Idenify the range for the function, f(x).

Option

g(−4) = g(−2) = g(0) = g(3) = g(4) =

Answer:

-1

Select the rule for each piece.Rule for piece 1:

y = –x

y = 1 – x

y = x + 1

Question text not available

= 4

g(−4) = g(−2) = g(0) = g(3) = g(4) =

Answer:

-2

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Absolute Value Functions Answers

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