Week 5 Lab: Fungi, Parazoa, Radiata
Introduction to Opisthokonta
The opithokonta is a monophyletic group (clade) that has fungi, animals and some protists groups
Means Rearward flagellum
Supergroup
Fungi
Kingdom of Opisthokonta
Group of Eukaryotic multice
SHORT ANSWER. Write the word or phrase that best completes each statement or answers the question.
graphic(Fig1801.bmp)
Figure 18.1
Using Figure 18.1, match the following:
1) Purkinje fibers.
Answer: E
Explanation:
2) SA node.
Answer: A
Explanation:
3)
SHORT ANSWER. Write the word or phrase that best completes each statement or answers the question.
graphic(1101.bmp)
Figure 11.1
Using Figure 11.1, match the following:
1) Which neuron would connect to a muscle?
Answer: A
Explanation:
2) Which neuron wo
Name:
Section #:
MAC 2241: Take-Home 3
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(1) Find the open intervals of increasing and decreasing and find all relative extrema.
f (x) = x2 4 x
(2) Find the following limit.
lim (csc x cot x)
x0+
(3) Find where the function h(x) is increasing/
5.3: The Fundamental Theorem of Calculus
Evaluating Definite Integrals
Evaluation Theorem (Fundamental Theorem of Calculus - part 2): f is continuous on
the interval [a, b], then
Z
b
f (x) dx = F (b) F (a)
a
where F is any antiderivative of f , that is, F
kw
Section #:
MAC 2241: Worksheet 2 - Limits
Name:
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(1) Detennine whether the sequence is convergent or divergent. If it is convergent, find the limit.
() 3:2 w*l-M=3 (b) 3-23 3 5 M=\
a(FIE522+? =z+5 -'2. -.
Nj'o Hana: _- Z
l
[IM a : .
Vi
0,
Name: i6: 5 67/ Section #:
MAC 2241: Worksheet 6 4.2
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(1) Find the intervals on which f is increasing or decreasing.
Z WL 2; w % >1 3:
f(x):m2 : dangg )0 Z"; M259 50% ? k w a;
2 A 46? Mam ' if 0, Mg U Li A i L) cfw_2 W
\ 6% m r.
:6ch M
Name: igv Section #2
MAC 2241: TakeHome 1
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(1) Find the value(s) of m for which the following functions are continuous. Give your answer in interval
notation.
35C
(a) re) = $2 _ 25 (b) gm = w3 a:
val-54m %>o>idc;>
Z 5 ME A?
it) #qu mi"gwi
Name:
Section #:
MAC 2241: Take-Home 1
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(1) Find the value(s) of x for which the following functions are continuous. Give your answer in interval
notation.
(a) f (x) =
3x
x2 25
(b) g(x) =
3x
(2) Write the first four terms of the given sequenc
SHORT ANSWER. Write the word or phrase that best completes each statement or answers the question.
graphic(Fig0201.bmp)
Figure 2.1
Using Figure 2.1, match the following:
1) Lipid
Answer: D
Explanation:
2) Functional protein
Answer: B
Explanation:
3) Nu
Chapter 3: Derivatives
3.1: Derivatives and Rates of Change
Tangent Lines
A tangent line is a line which touches the curve and should have the same direction as the
curve at the point of contact. We will be able to find as equation of the tangent line as
TEETHING AND PUPPIES
1
Teething and Puppies
Major Paper Developmental Psychology
Fall 2015
Renee Brown Hangartner, M. A.
TEETHING AND PUPPIES
2
Puppies are arguably some of the most adored animals by humans. Even supposed cat
people can concede that a flo
SHORT ANSWER. Write the word or phrase that best completes each statement or answers the question.
graphic(Fig0701.bmp)
Figure 7.1
Using Figure 7.1, match the following:
1) Articulates with hip bones of the pelvis.
Answer: D
Explanation:
2) Attach to ri
SHORT ANSWER. Write the word or phrase that best completes each statement or answers the question.
graphic(Fig0801.bmp)
Figure 8.1
Using Figure 8.1, match the following:
1) Periosteum.
Answer: A
Explanation:
2) Articular cartilage.
Answer: C
Explanation
SHORT ANSWER. Write the word or phrase that best completes each statement or answers the question.
graphic(Fig0101.bmp)
Figure 1.1
Using Figure 1.1, match the following cavities:
1) Thoracic cavity.
Answer: C
Explanation:
2) Cranial cavity.
Answer: A
Ex
Name:
Section #:
MAC 2241: Take-Home 2
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(1) Differentiate each of the following with respect to the independent variable.
(a) j(x) = (2x4 + x) ln x
(b) k(x) =
4ex
1 x5
(c) h(x) = sin(x3 + 1)
(2) A bacteria culture grows with constant relative
InClass Total TakeHome Grade Exam 2 Grade
Name: \L?, K! Section #:
MAC 2241: InClass Exam 2: 3.33.7 (Form A)
SHOW ALL WORK
(1) (4 points each) Differentiate. You do NOT need to simplify the result.
(8) its) = (306435)ex (b) k(x) = ex3~4><+9
k: a
4m ziwx
Chapter
1.Thermodynamics
What is free energy and how does it relate
to spontaneity in biochemical reactions?
Gibbs free-energy change (G);
G = H - TS.
Sign of G used as a criterion for
determining spontaneity of a process.
G negative spontaneous-exergon
PCB 3023 Review guide Chapter 18
Cell Cycle Control
1. What are the 4 phases of the cell cycle, and what occurs during each one?
2. What are cell cycle checkpoints, and what purpose do they serve?
3. Cells passing the G1 checkpoint are committed to cell d
BCH 3053 Introductory Biochemistry Fall 2015
PRACTICE Exam 3
Choose the best answer from the multiple choices.
There are extra questions for practice.
1. Transcription in prokaryotes is regulated by all but:
a) alternative factors
b) enhancers
c) operons
Final Exam Review
Tamalia Julien
Chapter
1.Thermodynamics
What is free energy and how does it relate
to spontaneity in biochemical reactions?
Gibbs free-energy change (G);
G = H - TS.
Sign of G used as a criterion for
determining spontaneity of a process
Name: Kg Ki Section #:
MAC 2241: TakeHorne 3
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(1) Find the open intervals of increasing and decreasing and nd all relative extrema.
' A\
D r
(2) Find the following limit.
lirgl+(cscm cot 2:) f cfw_3: w @2256?
,2 \ l w a Q
l I W gw
Name: 49 Kf Section #:
MAC 2241: VVorkSheet 4 3.4 85 3.5
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(1) Differentiate each of the following.
(a) x) = (x2+w>cosm (b) 9126) = 3963 _$+1
CL \ ' 11 QL r r1 2 s 21 | X W E: ( 54.
16W :4 3 * WW WW 1m 25:11 W32 1115:113132
c (214101
Chapter 4: Applications of Derivatives
4.1: Maximum and Minimum Values
Absolute and Local Extreme Values
Let c be a number in the domain D of a function f . Then f (c) is the
absolute maximum value of f on D if f (c) f (x) for all x in D
absolute minimum
Name:
Section #:
MAC 2241: Exam 3 BONUS - due Monday November 23rd
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Each question is worth the indicated points. To earn the point(s), you must BOTH have the correct answer
and ALL work required to arrive at that answer. Any point(s) earned w
3.3: Basic Differentiation Function
The simplest function, the constant function f (x) = c has a graph that is the horizontal line
y = c, which has slope 0, so we must have that f (x) = 0.
Derivative of a Constant Function:
d
[c]
dx
=0
Power Functions
Nex
Name: KEy Section #:
MAC 2241: Worksheet 1 - Chapter 1
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(1) If f (1:) = $2 m + 1, evaluate the difference quotient
2
Hmrd?) , (ai-kiz (owlLL) + i '- (a -a.+ I)
h . _,_._
k
ail-Flak +\z jibLVLL" (23-3-19 g by 4442 in
:_,_,_._.T- Mk '
- 2a+h-\
4.6: Antiderivatives
A function F is called an antiderivative of f on an interval I if F (x) = f (x) for all x in I.
For f (x) = 3x2 , an antiderivative is F (x) = x3 . However, G(x) = x3 + 2 and H(x) = x3 1
are also both antiderivatives of f . Indeed, an
Chapter 5: Integrals
5.1: Areas, Distances and Pathogenesis
The Area Problem
We begin by attempting to find the area of a region S that lies under a curve y = f (x) from
a to b. This problem varies in difficulty depending on the function f (x).
For a stra
5.4: The Substitution Rule
Substitution in Indefinite Integrals
Substitution Rule: If u = g(x) is a differentiable function whose range is an interval I and
f is continuous on I, then
Z
f (g(x)g (x) dx =
Notice also that if u = g(x), then
du
dx
Z
f (u) du
Recently there has been a newly discovered species of otter that belongs to an ancient
lineage of otters that were previously only known due to findings of teeth in Thailand. The
Siamogale melilutra is depicted to be about the size of a wolf and approxima