High Flyers School and Degree College Jutial Gilgit
sdfs
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Spring 2016
Name: Frida Castillo
Date:
8/18/2017
Class:
Practice: Measurement in Chemistry
Directions: Answer all question and show your work on ALL calculations for full
Credit
Give an example of quantitative an
High Flyers School and Degree College Jutial Gilgit
sdfs
SDF sdfsd

Spring 2016
Orientation Scavenger Hunt English 10
The answers to these questions can be found in different places on k12.com in your English 10 class in your OLS or in
your own brain. Some will be harder to find
High Flyers School and Degree College Jutial Gilgit
sdfs
SDF sdfsd

Spring 2016
1. Use a pencil, a pen, or pdf editing app.
2. Read everything at least twice.
The first time, read quickly to get a sense of what the text is about. The second and subsequent times
read carefully.
Ma
High Flyers School and Degree College Jutial Gilgit
sdfs
SDF sdfsd

Spring 2016
Our Standard this week:
Analyze how an author's choices concerning how to structure a text, order events
within it (e.g., parallel plots), and manipulate time (e.g., pacing, flashbacks) create
such ef
High Flyers School and Degree College Jutial Gilgit
sdfs
SDF sdfsd

Spring 2016
Name: _Class:_Date:_
Practice: atomic structure, mass number, atomic number
Chemistry: Atomic Number and Mass Number
Complete the following chart and answer the questions below.
Element
Name
Atomic
Nu
High Flyers School and Degree College Jutial Gilgit
sdfs
SDF sdfsd

Spring 2016
Understanding RF Circuits
with Multisim 10
A Workbook with 21 Circuit Experiments
By Tracy Shields
Notice to the Reader
The reader is expressly warned to consider and adopt all safety precautions that
High Flyers School and Degree College Jutial Gilgit
sdfs
SDF sdfsd

Spring 2016
Unit  4
(part 1)
1
IIR structure
Derived from difference equation
Q
y n bi x n i
Direct form I
i 0
b0
xn
z1
z1
z1
z1
yn
b1
a1
b2
a2
b3
bQ1
a3
aQ1
z1
P
ak y n k
k 1
1
H ( z ) B ( z )
A(
High Flyers School and Degree College Jutial Gilgit
sdfs
SDF sdfsd

Spring 2016
Unit  3
(part 1)
1
The zTransform and transfer function
A DSP system can be represented by ztransform
Use general rule
k
Z
transform
of
x(nk)=z
Consider a system given byX(z)
the difference
equ
High Flyers School and Degree College Jutial Gilgit
sdfs
SDF sdfsd

Spring 2016
Unit  2
Transforms
Example of a substitution:
Original equation: x4 + 4x 8 = 0
Let: y = x give y + 4y 8 = 0
Familiar form: ay + by + c = 0
Solve for y
Solution to original form problem is
x = y
2
Fo
High Flyers School and Degree College Jutial Gilgit
sdfs
SDF sdfsd

Spring 2016
Unit  3
(part 1)
1
The zTransform
The ztransform of sequence x(n) is defined by
X ( z ) x ( n) z
n
n
2
zPlane
X ( z ) x ( n) z
n
Im
z = ej
n
j
X (e )
x ( n )e
n
j n
Re
Definition
Give a s
High Flyers School and Degree College Jutial Gilgit
sdfs
SDF sdfsd

Spring 2016
Unit  2
Transforms
Example of a substitution:
Original equation: x4 + 4x 8 = 0
Let: y = x give y + 4y 8 = 0
Familiar form: ay + by + c = 0
Solve for y
Solution to original form problem is
x = y
2
Fo
High Flyers School and Degree College Jutial Gilgit
sdfs
SDF sdfsd

Spring 2016
Unit  1
Spring 2016
(part 1)
1
Signals  Introduction
Signal: Anything that carries some information can be called
as signal. A signal is also defined as any physical
quantity that varies with time,
High Flyers School and Degree College Jutial Gilgit
sdfs
SDF sdfsd

Spring 2016
Signal Processing
Signal
Processing
is
a
method
of
extracting information from the signal which
in turn depends on the type of signal and the
nature of information it carries.
What is a system?
A syst
High Flyers School and Degree College Jutial Gilgit
sdfs
SDF sdfsd

Spring 2016
THE ZTRANSFORM
zTransform Theorems and
Properties
LINEARITY
Z[ x(n)] X ( z ),
z Rx
Z[ y (n)] Y ( z ),
z Ry
Z[ax(n) by (n)] aX ( z ) bY ( z ),
z Rx R y
Overlay of
the above two
ROCs
SHIFT
Z[ x(n)] X (