Due Nov-F
Northern
A Lakes English 20-2
4- College
m. Module 3 Assignment 2 (M3 A2)
Please upload this assignment directly to Moodle
You are encouraged to type your answers. Edit your work before subm
Workbook 5A
Lesson 5.2: Common Factors of Polynomials
NAME: Annie Hao
10-C
Lesson 5.2: Common Factors of Polynomials
/2
1. Determine the GCF of 35w2z3 and 42w3z.
Answer:
35=57
42=237
GCF= 7w2z
2. Fact
Workbook 3A Lesson 3.1: Introduction to Radicals
Lesson 3.1: Introduction to Radicals
E Explore Your Understanding Assignment
This assignment includes multiple choice questions. For multiple choice
Workbook 3A Lesson 3.1: Introduction to Radicals
Lesson 3.1: Introduction to Radicals C
E Explore Your Understanding Assignment
This assignment includes multiple choice questions. For multiple choic
Name _
Math 30-1: Assignment Function Transformations
Answer the following questions. Remember to show all your work.
1. Given the graph of y f x below, sketch the graph of y 2 f x 3 .
y f x
y 2 f x 3
Trig Assignment 2: Functions and Graphs
Multiple Choice
For 1 to 4, select the best answer.
1. The minimum value of the function f () a cos b( c) d, where a 0, can be expressed as
A ad
B
adc
C d |a|
D
Part 1: Transformation of a Radical Function
Have you ever tried bungee jumping? After the elastic cord used in bungee jumping has
stopped stretching and compressing, the person at the bottom of the c
Unit 1 Assignment: Function Operations
Name _
/30 marks
Multiple Choice: Select the best answer.
1. From the graph, what is the value of (f g)(2)?
A 3
C 2
B 0
D 4
2. Given f (x) x2 2 and g(x) x 5, whi
Math 30 - 2
Unit 2: Counting Methods #1 - Permutations Review Assignment
NAME: _
DATE: _
Mark (for teacher use): _
Expectations:
1. You will show all of your working on each of the questions in this
a
Name_
Unit 2A Sinusoidal Functions Unit Assignment
z ]2D0s1X7] UKouQtMai QSNoif`trwOa]rIec tL[LcC\.^ \ oAolsli Dr[iQgjhgtcsP armeWszeHrqvveMd\.
Date_
Graph each function using degrees.
1) y = 4sin (2q
Trig Assignment 3: Identities
Multiple Choice
cot 2
.
1 cot 2
1. Simplify the expression
A cos2
B sin2
C
tan2
D sec2
1
D 2
cos2
D sin2
2
D not possible
2. The value of (sin x cos x)2 sin 2x is
A
Lesson 2.3: Solving Quadratic Equations
Workbook 2B
Unit 2: Quadratic Functions Lesson 2.3
Game On!
2
1.
The solutions to nx2 + px + q = 0 are 4 and - 2 . What information does this tell you about
10. Given that 1 =1+ x _ 7 (RF14.6, 14.7)
I
a) Solve the equation algebraically.
1 X
i 2 2: LE , ~s
X 3 S 1 44 *(x D
X ( )
_ a
t ) I X cfw_K 1) k! >
3:]- X ' 2 ) 1 PS)
i x 5 (7"?) l
35:)3- ail-55
91 p , law b
9d a
17. Consider the expansion of (x + y). 5
a) State the coefcients in the expansion of(x +y)6 using Pascal 5 triangle
._.-'
l/ @1220, Is/
b) State the coefcients in the expansion of
6. a) The graph of y = f(x) is graphed below. On the same grid. sketch the graph of
y= f(X)-
b) Explain the strategy you used to sketch the graph of y = . lf(x) .
. manila! Fnlllp
' lbOb W10!
. 5w"
13. Mary is packing for her trip. She laid out her clothes and drew the following diagram.
1.
.l _
1/;\ _. .1 l A
at 594
a) How many different outts are possible?
:25;6
.uh
b) Mary decides to add one
(1515) 5'
i L 'rfC
3.4 '- :c 3
/ u - 2 Mao a W 4
w I: '5 X; : " J
6. The partial graph of the third-degree polynomial f
unction P(x) = a(x b)(x c)(x a) is shown.
Determine the value of a.
g; 5
1]. Factor 95 13x2 12x completely.
-cfw_;Easx-\1)
12. The graph ofy = x3 + x2 + or 4 has an x-intercept ofl. Determine the value 01C and the remaining
x-intercepts. H "
2 p ' A,
UzysAlbrJ J Yl
7. For a graduation ceremony. there are 8 people sitting on sta e in one row If the master of ceremonies
must sit on the far left1 and the valedictorian must sit next to the principal, how many arrang
. . . . l .
7. State the coordinates of any invariant po1nts when f (x) = -2x 3 IS transformed to
.\[Efj. (RF13.3)
)1, >. i X '5 l _ 1 '
Ccfw_ 2 5X 5 *3
45 z w. 4 D\ l * .1 r 1
3E; L ix: L"2,K' 8M
3. a) In order to sketch the graph of y + 7 = 3 (2(x + 6) , state the transformations that would
need to be applied to the graph of y: J. (RF13.2)
VSF:3
HSFZJ.
.7
HT; 6 Pal"
u'r : T dowf
b) Sketch the
5. a) Sketch the graph of y : xH . (RF13.3)
'mehb-Lhish
5
b) Sketch the graph of y = Ex . (RF13.3)
'i-abb-Lkt.
c) How are the domain and range of the two functions related? (RF13.3)
3; ii! +
Unit 1 Assignment: Function Operations
A
Name cfw_0 /30 marks
Multiple Choice: Select the best answer.
1. From the graph. what is the value of(/' g)(2)?
A3 0
C2 D4
2. Given f(x) 2 x2 + 2 and g(x) =
3663b Sodmm
Exponent and Logs Assignment
Part I Exponents
Multiple Choice
1. What is the y-intercept for the graph ofy :b. b > 1?
A , B-h2
, D2
2. 1n the equation y = b, b > I. x is replaced by x e 3
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