Assignments
Algebra IIB (Period 2)
 Instructor
 Kevin Liddiard
 Term
 20172018 School Year
 Department
 10th Grade
 Description

Building on previous work with linear, quadratic and exponential functions, students will extend their study to include polynomial, rational and radical functions. Students will work with expressions and equations and improve their ability to model situations using all of these functions.
Files
Upcoming Assignments
Due:
Due:
Ch 9 Midchapter Quiz
Take quiz on sections 91 to 94 with notebook!
Due:
Hyperbolas
Entry: Get chromebooks watch tutorials on conic sections and hyperbolas.
Eval: Return midchapter tests
TASK: Graph hyperbolic equations and make equations from hyperbolic graphs.NOTES from page 624
G.P. 95 #2,4,6
I.P. 95 #1,3,5
Due:
Hyperbolas: Day 2
Entry: Graph and give coordinates of vertex and focus and covertex: x2/9y2/16 = 1
Eval: HW check on desk 95 #1,3,5
TASK: Write the equations or graph hyperbolas of non (0,0) centers.
G.P: 95 #8,18,22,26,28
I.P. 95 #11,15,17,19 Bonus #7
Finish next class period.
Due:
ID Conic Sections
Eval: HW from section 95
TASK: Rewrite equations in standard form, determine the type of conic section, and graph them.
G.P. 96 # 2,4,6,18
i.p 96 #1,3,5,7
Due:
The Discriminant for Conics
Entry: A student notices that an equation has both x2 and y2 terms. Explain how to find if the equation graphs a circle, ellipse or hyperbola.
Eval: 96 problems
TASK: Use the conic Discriminant to determine the type of conic graph a particular equation has. NOTES p 633
G.P 96 #2428 even
I.P. 96 #2531 odd
Due:
Linear NonLinear Systems
Entry: How many point of intersection could a line and a conic have? How many points could a conic and another conic have?
Eval: Conic discriminant problems
TASK: Solve linearconic and conicconic systems
G.P. 97 #2,6,24
I.P. 97 #1,5,7,19,25
Finish next period
Due:
Conic Review
Review ch 9
pages 647650 #11,15,20,25,30,33,37,41,47,48,53,5658,61,65,73
Due:
Conic Test
Take test on chapter 9 using composition notebook.
Past Assignments
Due:
Ellipses
Entry: How is an ellipse different from a circle?
TASK: Define the equations for an ellipse and graph them using table from page 615.
G.P. 9.4 #2,4,8,10
I.P. 9.4 #1,3,7,14,33,35
We will finish on next period and then Review 91 to 94 for quiz
Due:
Circles
Entry: Get chromebooks, watch tutorials.
Eval: Parabolas from 9.2
TASK: Convert between graphs and equations of circles, including the use of story problems.
Read section 9.3 pages 607 to 609.
I.P. 9.3 #39 odd, 17,62
We will finish this next period.
Due:
Parabolas
Entry: Write the vertex form of a parabola.
Eval: Midpoint and distance formulas
TASK: Using Equations of Parabolas (p 599) sketch those features.
G.P. 9.2 #2,4,10,12
I.P. 9.2 # 111 ODD
We will finish this next period.
Due:
Distance and Midpoint Formula
TASK: Use formulas to find the midpoint and distance between two points.
G.P. 9.1 #28 even. 24
I.P. 9.1 # 1121 ODD, 37,39
Due:
Due:
Due:
Due:
Ch 8 test
Take ch 8 test.
Due:
Due:
Rational Review
Review ch 8 for test, take Midchapter retake if needed.
work pages 582584 #1114,1720,25,27,3942,45,46
We will finish this next period
Due:
Rational Equations Again
Eval: 8.6 #17 odd with partner.
TASK: Solve rational equations and INequalities
G.P. 8.6 #12.14,16
I.P. 8.6 #13,15,17
Due:
Rational Equations
Entry: Solve x/2 +3/2 = 5/2, x/3  1/6 = 1/6
Eval: Variation problems from last night.
TASK: Solve Rational Equations using common denominators, checking for extraneous solutions.
G.P. 86 #210 even
I.P. 86 #111 odd
Due:
Variation Functions
Eval: Quiz from 81 to 83
TASK: Define direct joint, inverse and combined variation, and solve problems of this type.
G.P. 85 #8,12,18,30
I.P. 85 # 7,13,19,31
Due:
Rational Function Quiz
Quiz on 81 to 83.
Finish section 84 if needed!
Due:
Graphs of Rational Functions: Day 2
Eval: Work #9 check with neighbor.
TASK: Graph more rational functions.
G.P. 8.4 #16,18,38
I.P. 8.4 # 13,21,23,37
Study 81 to 83 for quiz!
Due:
Graphs of Rational Functions
Entry: What number(s) cannot be in the DOMAIN of 1/(x24) ?
Eval 8.2 work
TASK: Graph rational equations with asymptotes.
G.P. 8.3 #2,4, entry,14
I.P. 8.3 #1,3,5,7,15
Due:
Add & Subtract Rational Expressions: DAY 2
Eval: 8.2 Work
TASK: Add and subtract rational expressions of binomial and trinomial form
G.P. 8.2 #10,12,30,32
I.P WS 8.2 then section 8.2 #9,11,2933 odd, 49. if done
Due:
Add & Subtract Rational Expressions
Entry: Combine 2/3 +5/6 1/3 + 3/4
Eval 81 work
TASK: Combine rational expressions with a common denominator
G.P. 8.2 #6,8,24
I.P 8.2 #5,7, 2327 odd, 45, finish next period
Due:
Rational Expressions: Day 2
Entry: Factor x2 +3x 40 and 25x2.
Eval: HW from 8.1
Task: Factor polynomials to simplify rational expressions
G.P. 8.1 #4,8,16,32,38,42
I.P.: 8.1 #9,11,17,31,35,43,60
Due:
Rational Expressions
Entry: Simplify 22/24, 2/3 ÷ 8/9, 5/12 • 3/10.
Eval: Ch 7 Test
TASK: Define rational expressions, use FACTORING to simplify them. NOTES!
G.P.: 8.1 #3,6,10,26,28
I.P. 8.1 #7,19,2529,59
Due:
Angles and Angle Measures
Entry: Write down as many units to measure length as you can.
Eval: 121 problems
TASK: Define standard position, coterminal angles, radians, central angle and arc length.
G.P. 1
I.P. WS 122
Take Home quiz due on Monday April 9.
Due:
Inverse Trig Functions.
Entry: What is an inverse function? How is it related to a function?
Eval: 12.1 problems.
TASK: Introduce inverse trig functions, finding angles from sides.
G.P. 12.1 #8,10,30
I.P. 12.1 #9,29,31,33,41.
Due:
Trig Functions in Right Triangles
Entry: What does SOH CAH TOA mean?
TASK: Define six trigonometric functions in a right triangle, define reciprocal functions.
G.P. 12.1 #2,4,6,12
I.P. 12.1 #17 odd, 11,27
Due:
Exponential Log Test
Take test on Chapter 7
Due:
Log and Exponent Review
Ch 7 review #11,18,19,23,2528,3135,4245,52,53,58,59,63 on page 518
Test on Tuesday
Due:
Modeling with Logs and Exponents
Eval: 77 problems
TASK: Model growth and decay with exponentials solve with logarithms.
G.P. 7.8 #2,4
I.P. 7.8 #1,5,7
Due:
Natural Logs
Entry: What do you recall about Euler's Number, e?
TASK: Define the natural log with base e, and solve exponential equations.
G.P. 7.7 #216 even
I.P. 7.7 #2139 odd, 40 and 41
Finish on Friday.
Due:
Log Quiz
Questions?
Quiz on Logs
Finish HW from 76
Due:
Common Logs
Eval:
TASK: Define the common or base ten log. Define change of base formula. Solve exponential problems using Logs.
NOTES.
G.P. 7.6 #2,4,6,8,10,34,70
I.P. 7.6 #17,2133 odd,59,68,71
Due:
Log Properties
Eval: 74 HW
TASK: Apply properties of logs to solve logarithmic problems NOTES!
G.P. 75 #2,4,8,24,26
I.P. 75 #125 odd, Prepare for quiz on Sections 71 to 74 Wednesday
Due:
Log equations and INequalities
Entry: Get Chromebooks. Solve the following: log 36 x = 3/2 log 16 x = 5/2
TASK: Watch the tutorial videos assigned. Solve log equations with exponential form.
G.P. 7.4 #216 even
I.P. 7.4 # 117 odd, finish next period
Due:
Logarithms
Entry: 7.2 #25,27
Can you solve for x or at least estimate its value? 2x =8 5x = 1/25 3x = 10.
Eval: HW check on Exponential INequalities
TASK: Define the logarithm, convert between exponential and logarithmic form, graph the log NOTES!
G.P.: 7.3 # 2,4,6,8,9
I.P.: 7.3 #1,3,5,7,1337 odd, 38,40.
Finish next period.
Due:
Solving Exponential Equations
Entry: Solve 2x = 16, 3x+1 = 9.
Eval: Problems from 7.1
TASK: Solve exponential equations by making like bases. Compound Interest Formula NOTES!
G.P. 7.2 #2,4,6,16,30
I.P. 7.2 # 1,3,11,19,21,31
Due:
Exponential Graphs
Entry: Would you dogsit for a week at $5 a day or $0.50 for day one with your pay doubling each day? Explain.
Eval: CH 6 quiz
TASK: Graph exponential growth and decay. Notes on Transforms.
G.P.: 71 #2,4,14,26
I.P. 71 #1,3,13,27,29
Due:
SBAC
We will take the 10th and 11th grade SBAC over four days: March 58
12th grade students will be in the library.
Due:
Due:
Due:
Due:
Due:
Trig quiz
Questions?
QUIZ on Trig Functions.