Algebra2Segment(1(Review( Version(1(...
Transcript of Algebra2Segment(1(Review( Version(1(...
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Algebra 2 – Version 1 – Segment 1 Review – Student Packet
Algebra 2 Segment 1 Review
Version 1
Student Packet
Developed By:
Stephanie Fitzwater, Seminole County
Shannon McCart, Pasco County
Wanda Noel, Lee Virtual
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Algebra 2 – Version 1 – Segment 1 Review – Student Packet
Module 1 – Item 1
The function 𝑓 𝑥 = 0.16𝑥 represents the number of U.S. dollars equivalent to 𝑥
Chinese yuan. The function 𝑔 𝑥 = 13.60𝑥 represents the number of Mexican pesos
equivalent to 𝑥 U.S. dollars. You can use 𝑔(𝑓 𝑥 ) to find the number of Mexican
pesos equivalent to 𝑥 Chinese yuan. What is the value, in Mexican pesos, of an item
that costs 15 Chinese yuan?
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Algebra 2 – Version 1 – Segment 1 Review – Student Packet
Module 1 – Item 2
Given 𝑓 𝑥 = !!!!, solve for 𝑓!!(7).
A. 2
B. 10
C. 32
D. 38
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Algebra 2 – Version 1 – Segment 1 Review – Student Packet
Module 1 – Item 3
Line j passes through points (8, 4) and (6, 10). Line k is perpendicular to j. What is
the slope of line k?
A. −3
B. − 1 3
C. 3
D. 1 3
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Algebra 2 – Version 1 – Segment 1 Review – Student Packet
Module 1 – Item 4
Marisa is collecting stamps. Her collection starts off right as her grandfather has
given her 3 stamps. She is determined to collect 3 stamps per month to build up her
collection. Which of the following graphs represents Marisa’s stamp collection.
A. B.
C. D.
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Algebra 2 – Version 1 – Segment 1 Review – Student Packet
Module 2 – Item 1
Simplify the expression !!"
!!!! !(!!!!)
A. !"!!"!
!"
B. !"!!"!!
C. !"!!"!!"
D. !"!!"!!
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Algebra 2 – Version 1 – Segment 1 Review – Student Packet
Module 2 – Item 2
What is the 4th term when -‐3h3 + 5h5 -‐ 3 -‐ 2h -‐ 8h4 is arranged in descending order?
A. -‐2h B. -‐3h3 C. 5h5 D. -‐8h4
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Algebra 2 – Version 1 – Segment 1 Review – Student Packet
Module 2 – Item 3
When solving the equation 𝑥 − 1 = 𝑥 − 7, Jacob and Jessie came to two different
conclusions. Jacob found a solution while Jessie says the solution is extraneous.
Which student is correct?
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Algebra 2 – Version 1 – Segment 1 Review – Student Packet
Module 3 – Item 1
Given focus (-‐2, 4) and directrix y = -‐2. Find the equation of the parabola.
A. y = − 1
12x + 2( )2 +1 C. y = − 1
24x − 2( )2 +1
B. y = − 124
x + 2( )2 +1 D. y = 112
x + 2( )2 +1
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Algebra 2 – Version 1 – Segment 1 Review – Student Packet
Module 3 – Item 2
Use the graph below to answer the following question: What is the average rate of
change from x = -‐1 to x = 1?
A. 2
B. -‐2
C. 0
D. -‐1
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Algebra 2 – Version 1 – Segment 1 Review – Student Packet
Module 3 – Item 3
Your teacher just called on you to explain how to find the vertex in this equation:
y = 2x2 + 4x – 5. How will you respond?
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Algebra 2 – Version 1 – Segment 1 Review – Student Packet
Module 4 – Item 1
Divide: x3 +3x2 + 25( )÷ x + 5( )
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Algebra 2 – Version 1 – Segment 1 Review – Student Packet
Module 4 – Item 2
Is (x + 1) a factor of (2x2 -‐ 3x2 + 7x + 12)? How do you know?
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Algebra 2 – Version 1 – Segment 1 Review – Student Packet
Module 4 – Item 3
Use the Fundamental Theorem of Algebra and Descartes’ Rule of Signs to find the
number of possible positive, negative, and complex zeros for the following function:
f(x) = 2x3 + 11x2 – 9x + 1
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Algebra 2 – Version 1 – Segment 1 Review – Student Packet
Module 5 – Item 1
What is the simplified form of
!!!
!!
!!!
!! ?
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Algebra 2 – Version 1 – Segment 1 Review – Student Packet
Module 5 – Item 2
What is the graph of the following function: –𝑥2−2𝑥−2𝑥−2
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Algebra 2 – Version 1 – Segment 1 Review – Student Packet
Module 5 – Item 3
Ronald can deliver papers in his neighborhood 8 hours faster than his little brother
Jimmy can. If they work together, they can complete the job in 3 hours. Solve for
how long it would take for Jimmy to complete this job on his own. Using complete
sentences, explain each step of your work.