Week 5 Pricing Assignment- Individual Assignment
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Exhibit 1- Estimated Demand*
Figure A
Figure B
Source: Demand forecasts were based on total population (age 14 and over) of 209.3 million.
*All data and information represented in these charts were taken directly from the case study XM Satellite Radio (A)
Chipotle Mexican Grill
Marketing Plan
MKTG 6200 Creating/sustaining Customer Markets
Professor: Dr. Rosana Garcia, Fall 2012
1.0 Executive Summary
Chipotle Mexican Grill is a chain of restaurant that specializes in quick-serve Mexican-style
food. Since it
Exhibit 1 Chipotle (Porters Five Forces)*
Figure A
Competitive Force
Threat of Rivalry
Barriers to Entry
Supplier Power
Buyer Power
Threat of Substitutes
Overall
Strength
High
Relatively low
Low to
Moderate
Fairly High
High
High
Effect on Industry
Relativ
2.2 SWOT analysis of Chipotle
2.2.1 Strengths
Chipotle has the strength of a strong focus on natural and sustainable foods. Its pastureraised pork and caws and antibiotic-free chicken has created a market loyalty where many
consumers of fast foods choose
19.2 Examples of StiefelWhitney Test Graphs
335
We shall now give a short self-contained combinatorial proof of Theorem 19.13 by taking a concrete cochain representative of 1n2 (Xr,n ) and certifying that it is a coboundary of another cochain for which we
15.5 Gluing Spaces
271
(5) The conditions of the generalized nerve lemma are still satisfied, i.e., if the
!i s is nonempty, then it has to be (kt+1)-connected.
intersection of t of the A
Proof. We have the following verification:
"
#
!i A
!i = X
! Vi1 Vi
19.2 Examples of StiefelWhitney Test Graphs
329
Proposition 19.6. Let T be an arbitrary graph, and let A and B be Stiefel
Whitney test graphs such that (T ) = (A) = (B). Assume further that
there exist Z2 -equivariant graph homomorphisms : A T and : T B.
17.3 Kneser Conjecture and Lov
asz Test
1-simplex to the vertex 1, it maps
the vertex 1 to the barycenter of
(N ) is the 1-simplex spanned by
and that the Z2 -action on it is the
303
the vertex 2 to the vertex 1, and it maps
the 1-simplex. We see that the
16.3 Maps Between Spectral Sequences
281
x
b
a
y
1
2
a
c
x
Fig. 16.2. A cell subdivision of the real projective plane.
C (X) = Z2 Z3 Z2 ,
C (X, X0 ) = 0 Z3 Z2 ,
C (X, X1 ) = 0 Z2 Z2 .
The four consecutive tableaux are shown in Figures 16.3, 16.4, 16.5, an
18.5 Folds
323
a graph homomorphism, which then implies (
a, b) E(K), since is a graph
homomorphism.
Applying the nerve functor to the poset map , we get a simplicial map
() : (F(Hom (T, G) F(Hom (G, K) Bd (Hom (T, K),
and hence, since for any posets P1 a
20
Applications of Spectral Sequences to Hom
Complexes
20.1 Hom+ Construction
20.1.1 Various Definitions
We shall now define an abstract simplicial complex called Hom+ (T, G), which is
closely related to Hom (T, G). It is easier to compute various algebro
18.1 The Scope of Morphism Complexes
311
18.1.2 Universality
It happens very often that a family of combinatorially defined complexes is
universal with respect to the invariants that one is interested in computing.
This is also the case not only for gener
16.4 Spectral Sequences and Nerves of Acyclic Categories
285
for p 1. For p = 0 we simply have
E10,q = H q (K \ J).
(16.13)
In the next subsection we will see that one can in general relate the M
obius
function in an acyclic category to the values of the
15.4 Nerves of Coverings
267
is called a refinement of cfw_Xi iI if for every j J, there exists i I such
that Yj Xi .
Definition 15.14. Let X be a topological space, and let U = cfw_Xi iI be a covering. The nerve of U is the abstract simplicial complex, d
20.4 Topology of the Torus Front Complexes
365
The very thin torus front which we just constructed will have (0, 0) as
a northwestern extreme corner, and after that the northwestern extreme corners will repeat with the period (m + n)/ gcd(m, n). From this
19.2 Examples of StiefelWhitney Test Graphs
331
Finally, a brief scanning through the definition of in dierent cases reveals
that is equivariant with respect to the described Z2 -actions on both sides.
Hence the last part of the proposition follows.
"
Th
15.1 Diagrams over Trisps
261
partial rule of composition, meaning that to some pairs of arrows : a b
and : b c one associates a third arrow : a c, which is called their
composition, and is denoted by = .
For example, any category is an arrow picture. Ano
18.3 Functoriality of Hom (, )
319
Proof. The easiest way to see that the diagram (18.2) commutes is on the
level of posets. The elements of F(Hom (T , G) may be encoded as t-tuples of
sets (A1 , . . . , At ), where [t] = V (T ) and Ai V (G) for each i [t
20.3 Encoding Cohomology Generators by Arc Pictures
357
Since lists over vertices in V are already maximized, we can only add an element to one of the single-element lists over vertices in S \ V . Each such list
assignment is obtained in exactly two ways:
20.6 Cohomology with Integer Coecients
375
Assume first that m = 3k 1. We see from Table 20.1 that the top (in
mk,(n2)(k1)
terms of the sum of coordinates) nonzero element is E2
. This
element is on the diagonal m k + (n 2)(k 1) = m + nk 3k n + 2 =
nk n +
15.2 Homotopy Colimits
263
for 0 = v1 vn , we have f0 () x D(v0 v1 )(x), for any
0 , and x D(v0 ).
In other words, to construct homotopy colimit, consider the disjoint union
of spaces D(v), for v (0) ; then for any directed edge v w glue in the
mapping c
16
Spectral Sequences
Spectral sequences constitute an important tool for concrete combinatorial
calculations of homology groups. In this chapter we shall give a short introduction, which is aimed at setting up the notation and at helping the reader
to de
15.4 Nerves of Coverings
269
By construction, we have f g = idX . Let us see that idhocolim D is homotopic
to gf . The
is given #by the linear deformation connecting
# homotopy
!"
!"
(x)v
,
x
with
i
iI i
iI i (x)vi , x ; see Figure 15.4. We leave it as an
20.2 Setting up the Spectral Sequence
355
20.2.2 The 0th and the 1st Tableaux
Next, we shall describe the 0th and the 1st tableaux of this spectral sequence,
and then perform a partial analysis of the second tableau.
To start with, as an additional piece
16.4 Spectral Sequences and Nerves of Acyclic Categories
d (C) = rk Hd (C) =
!
p+q=d
p,q
rk E
!
287
rk Enp,q ,
p+q=d
for all d and all n.
We shall now prove the inequality (16.19). Let us fix d and n, and let
us set d0 := dn |Enp2n,q+2n1 , d1 := dn |Enpn,
3.1
Mission
This mission of the BC and Goody brands is to provide the customer with a fact acting and powerful pain
relief solution. Leveraging our legacy as the pain reliever of choice for the hard working people of the
south, we will expand our products
3.1
Mission
This mission of the BC and Goody brands is to provide the customer with a fact acting and powerful pain
relief solution. Leveraging our legacy as the pain reliever of choice for the hard working people of the
south, we will expand our products
Explain the five layers of the product described in the text book the marketer needs to understand to adequately serve the consumer?
Core Benefit: the service the customer is really buying Hotel is buying sleep and rest. Basic Product: product stripped do
1. Discuss needs, wants and demands. Needs are the things that keep humans alive, such as food, water and shelter. Wants are specific objects used to satisfy a
need. If a person is hungry, they NEED food, but they may want a Philly Cheesesteak. A demand i
Safe Appliance Analysis
MKTG 6200
02.04.2017
SWOT Analysis
S
Offer appliance services at low pricing
Services are preferred in the market
Dominate the condo market
Local name recognition
Limited scope of service
Small island population to target for servi
SWOT Analysis Hindustan Lever (HUL)
STRENGTHS
1. Brand visibility: 20 consumer categories that occupy large share of market (SOM) in
grocery and mass market stores demand acceptance for their products.
a. Multiple categories
i. Oral care
ii. Personal care