SQUARE ROOT
_
j Just as working with exponents is related to multiplication, so nding square roots is related to
division. In fact, the Sign for nding the square root of a number looks similar to a division Sign.
The best way to learn about square roots
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4.2 Parabolas
Essential Question: How is the distance formula connected with deriving equations for both
vertical and horizontal parabolas?
Class_ Date
Deriving the StandardFo
O Houghton Mifflin Harcourt Publishing Company
NameMlh Class_._ Date
9.] Adding and Subtracting
Rational Expressions
Essential Question: How can you add and subtract rational expressions?
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Identifying Excluded Values " "Q' it Q 9' 
Given
Name: _ Period: _ Date: _
ID: A
Algebra 2 Chapter 3 Practice TEST Show all work for full credit!
9. Solve the system of inequalities by graphing.
y 2x + 1
y > 2x 1
1. Solve the system of equations using any method.
3x + 2y = 2
5x 2y = 2
2. Use elimina
Algebra 2 First Semester Final  Test 6.0
1. Which of the following should not be considered a possible factor of 3x2 2x 8 ?
A.
3x + 1
B.
x4
C.
4x + 2
D.
3x 2
2. (x3 + 2x2 3x)(2x 5) =
A.
2x4 + 9x3 16x2 + 15x
B.
2x4 x3 16x2 + 15x
C.
2x4 + 9x3 + 16x2 + 15x
Algebra 2 Name lg%
Test Review Module 9: Rational Functions Class Period
1. The number of flowergfthat a
gardener can plant along a border of a For 48, use the rational function
garden v ries inversely with the
distance. (in inches) between the x )_
Solving Quadratic Inequalities KEY
There are two types of quadratic inequalities that can be solved and graphed. What differences do
you note in the two sample problems? The first has a y variable so can be graphed on a coordinate
plane. The second is com
Algebra 2
Name _
Module 9: Rational Functions
Class Period _
Identify the horizontal and vertical asymptotes of the following functions. Then
graph the function.
1. f(x) =
+8
2. f(x) = 
2
Find the horizontal asymptote, vertical asymptote, point(s) of di
From what weve learned, we know that savings is putting money in a place that is accessible
(e.g. a savings account from which one can withdraw without penalty). Investing, on the other
hand, is putting money in a place that is much less accessible due to
Antilipidemics
Chapter 50
Atherosclerosis
Can develop in any artery and compromises
blood flow to any tissue
Adverse effects can occur at sites distant
from original lesion
Ruptured lesion can produce a thrombus,
which can travel downstream to block a
David Danjul
Mobley 12
Chemistry AP
28 February 2016
Determination of the Ka of a Weak Acid Post lab
Conclusion:
Unknown
1
2
Trial
1
2
1
2
pH
7.10
7.19
2.58
2.56
pH (average)
7.145
pKa
7.145
2.57
2.57
Identity of Unknown
Potassium dihydrogen
phosphate
Po
David Danjul
Mobley 12
Chemistry AP
16 May 2016
Food Safety
Food safety practices are essential to prevent illness. The main steps to keep food safe are
to wash hands and surfaces often, dont cross contaminate foods, cook to the right temperature,
and re
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Primary Production
Lab
prelab discussion
Purpose
To
determine the effect of light
intensity on net and gross primary
productivity
Primary Productivity
Rate
at which carbon compounds are
produced by photosynthesis (usually)
Measure
rate of
Carbon
dioxid
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Deﬁnite Integration Quiz
1. Speedy Gonzales is driving down the road. His speed (mph) versus
time (hem) graph is given at the right.
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:2 "' e r.” a. How far did Speedy travel? I ‘T
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Calculus AB Problem Session 8 Name _
Slope Fields, Related Rates, Miscellaneous
'7; 1. If y2 2xjf=16, then E3—}:
_ x dx
f 2
a. x b. y it c.) y d. y e. y
y—x x—y “=9 y—x x—y 2y—x
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/‘ 2. An equation of the line tangent
Integration as Accumulated Change Notes v
First Fundamental Theorem of Calculus
Iff'(x)dx=f(b)f(a) or f(b)=f(a)+ ijtxnx
The 1St FTC could also be called the “Net Change” Theorem. If you are given the rate of change of a function,
f ' (x) , you can ﬁnd th
AB Calculus Problem Session 12 Name _ 1
Area & Volume (Calculator)
B 1. Let R be the region enclosed by the graph ofiy =_ lj hinges“ x), the x—axis, and the lines x = —% and
x =% . The closest integer approximation of the area R is
a0 (13.1) c.2 d.3 e.
Caiculus AB Quiz Optimization Name
z/Wx
. ‘ ' : 6X6 3 I' ‘
1.John wants to designanopen box havmgasquare base andasurface area D'M'S'M ( x” )I_nw:s/i
of 108 square inches. What dimensions will produce a box with maximum volume? 1 4 \‘J
1 5A = x“+
AB Calculus Problem Session 4
Implicit Differentiation and Related Rates
Names:
C q
1. A particle moves along the xaxis so that its position at time t is given by x(t) = 31“ — 12r + 5 .
For what value oft is the velocity of the particle zero?
AB Calculus Name
Optimization Quiz
YOU MUST SHOW WORK TO RECEIVE FULL CREDIT!1
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ind the dimensions of a rectangle with perimeter 100 m whose area is as large as possible.
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Wculus  Problem Session 5 Name ,
Curwe Ske'l'ching
Use The graph of f (x) on The righT To answer Q.1—5.
C" 1. WhaT are The criTical values of f (x)? j(x) J 4 l”
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