1. what is the domain -2~x~2 -3~x~3 @-4~x~4 -5~x~5
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2. What is the range of the function shown in the graph?
1. What is the domain of the function shown in the graph?a. -2~x~2b. -3~x~3
@-4~x~4d. -5~x~5
(EJ [-4,00)b. [-2,00)c. [2,00)d. (-00,00)
~ 3. What is the range of f(x) = X2 - 6 ?., A. (-00,00)
B', [0,00)-(() [-6,cxi)D. [-~;,-6]
1) 4. Whic~. of transformation can be used to obtain the graph ofg(x)=4(2x) ~egraph of f(x)=2X
A. CompressB. Vertical shift downC. Vertical shift up
cg:::>Stretch
'B 5. Wh:h1best describes how the graph of the function y = _X2 wastransformed to produce the graph shown? \
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~ Translation 2 units right end 2 units up(!../Translation 2 units right and 2 units down
C. Translation 2 units left and 2 units upD. Translation 2 units left and 2 units down
A 6. Which of the following is a correct description of the ~n and range ofthe function g(x) = 3.J x - 2 + 4 ?
@x ?:. 2; y?:. 4B. x < 2; y?:. 4
c. x >2; y < 4D. x:::;2; y:::;4
7. Y = g(x) y= g(X + 2) - 1
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8. y=-3Jx-2+4 re£.\ecl- OVe..¥ ~ Q. ,\LLSj
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.r. =,...- - S up, and reflected across the x-axis.- V ~+'2.
~~ __~ __~.- interval notation__...:.....----=.---;.----.~------- interva I notation
t e graph of the function, I(x) = -Ix - 21 +1.
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omcin: ~=~:::- __ -".....,.-__
Range:~~ __ -T _
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15.Graph each equation. Give the vertex, parent function, domain and range.
16.
-+ -H'-+,' 'I'-H++I, I
17. Y = - 4x + 5 )Vertex: (0,5PF: \ ihear of' l~) = )!.Domain: (- 01:'. 'Qc:) )
Range: ~oO)It-
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18. Y = .Jx + 5
Range: ='-F--I
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Identify the parent function name, equation, and describe the transformation for eachfunction. ' [19. g(x) = 3(x-1)2 - 6
Parent Function: fi....:......-( ..L....:....---;.-_-+- uarJro {tvTransformation: r r t ,emw (0 .m.t::kbv1.
(":~:~n:Eiif!-Range [-<0, ~ rq~)~mTia~20. f(x) = (3x-2) - llx
Parent Function: _
Tronsformction: _
Domain: Range: _
.=,,-.---i-----:i'--- Range:-='-'--i----,J1----
22. Describe the transformation of the given function using complete sentences.
2[ex) =--4+ 6x-