Name: Rishav Barnawal | Roll no.: 1711444 | Section: F
Dakota Office Products Case:
Q.No.1:
In the existing costing system, all indirect expenses are spread throughout all the customers
disregarding t
HP DeskJet Printer Supply Chain
Prepared by Group 13, Section F, PGP 2017-19
Hewlett Packard was established by William Hewlett and David Packard in 1939. HP began
from electronic test and measurement
Q.No.1
a.)
The problem lies in the fact that charging single price to both department will ultimately make the
consulting group to have higher cost because of inefficiency of not sending the required
To increase the sales of One Plus in the premium
segment of Indian Smartphone Market
By
Aninda Halder 1711385
Madhusmita Sahoo 1711406
Rishav Kumar Barnawal 1711444
Rohith V 1711418
Sachin Meena 17114
Increasing the share of OnePlus in the premium segment of
Indian Smartphone Market through Omni Channel
Marketing.
By
Aninda Halder 1711385
Madhusmita Sahoo 1711406
Rishav Kumar Barnawal 1711444
Rohit
CONTRACT AND
LABOUR LAW
VIOLATION
(Namma Metro and maruti cases)
PRESENTED TO
PROF. ANIL B. SURAJ
Group Members
Bernard Eugine 1611389| Chiranth S 1611390| Kumar Piyush 1611183 | Meghna Shah 1611405|
MYNTRA
GROUP 13
KOTHANDARAMAN(1711402)
RAVI RAJ(1711416)
RISHAV KUMAR BARNAWAL(1711444)
RIYA AGARWAL(1711417)
SIDDHARTHA V(1711430)
Company Overview
Founded in February 2007 (Bangalore)
In 2010, Myntr
www.EasyHoliday.com
Marketing Management
Project
DELIVERABLE 2, PROJECT TEAM 10
MM Project Travel Agency | Project Team 10 |
MM Project Travel Agency | Project Team 10
Acknowledgement
We would like to
Executive Summary:
A hobby can lead to a viable business. With this motto, an engineer by profession and a trekker by
passion, Dinesh KS in 1998 launched his own venture Wildcraft for selling outdoor
GROUP 13
KOTHANDARAMAN (1711402)
RAVI RAJ
(1711416)
RISHAV BARNAWAL (1711444)
SIDDHARTHA V
(1711430)
Company Insights
Founded in 1998, By Dinesh KS
Indias Largest Outdoor & Adventure Gear Co.
150+ Exc
WILDCRAFT
GROUP 13
KOTHANDARAMAN(1711402)
RAVI RAJ(1711416)
RISHAV KUMAR BARNAWAL(1711444)
SIDDHARTHA V(1711430)
Company Insights
Founded in 1998, By Dinesh KS
Indias Largest Outdoor & Adventure Gear
ONLINE HOLIDAY
BUSINESS
www.EasyHoliday.com
THE REAL NEED
?
Does a
market
exist ?
Analysed
current
scenario
Market for
niche
service
provider
NEED EXISTS
Surveys &
Interviews
SURVEY RESULTS AND VALS
C
Production and Production Function
Production Function
Qt=(inputst)
Qt=output rate
inputt=input rate
where is technology?
Production Function
Q=(Kt,Lt)
Qt
Kt
Firms try to be on the surface of the P
Monopolistic Competition
By
Dr. Udai Bhan Singh
Assistant Professor
ABS, AUR
Monopolistic Competition refers to those market structures
that fall between perfect competition and pure monopoly.
Marke
Cost concept, cost curves and
Relationship between cost and
productivity
Udai Bhan Singh
ABS
Issues to be discussed
Production cost
Types of Cost
Cost Output Relationship
Short run cost Analysis
Long
Name of Institution
Amity Business School
MBA GEN, HR, EFT Sem-II
Human Reource Management
Name of Faculty
Dr. Preeti Yadav
1
Name of Institution
Recruitment
Recruitment involves attracting and
obtain
Tutorial X MA 419
Ideals, Ring homomorphisms and Factor Rings
(1) Check if following are ideals of the given ring R.
(a) cfw_(a, a) | a Z Z Z.
(b) A = The set of all polynomials whose coefficient of x
Tutorial V MA 419
Autumn 2016, IIT Bombay
(1) Find all left cosets of cfw_1, (12), (34), (12)(34) in S4 .
(2) Let G be a cyclic group of order 30 generated by a and let H =< a4 >.
Write down all right
Tutorial VII MA 419
Group Actions, N/C theorem*
(1) Verify if the following define group actions. If they are group actions,
describe their orbits and stablizers subgroups.
(a) Z2 Sn Sn , defined as f
Tutorial XIII MA 419
(1) Let R be a ring of characteristic p where p is prime. Give at least three different examples of a ring with characteristic p. Show that : R R defined as
(a) = ap is a ring hom
Tutorial III, MA 419
IIT Bombay, Autumn 2016
(1) How many onto homomorphism are there from Z20 Z8 ? How many homomorphisms are there from Z20 Z8 ?
(2) What are all the homomorphisms from Z Z4 ? What a
Tutorial VI MA 419
Normal subgroups, Isomorphism theorems, Direct products
(1) Let G be a group and H < G. An automorphism of a group G is an
isomorphism from G G.
(a) Show that fa : H H defined as fa
Tutorial IV, MA 419
Autumn 2016, IIT Bombay
(1) Let G be a cyclic group generated by a G.
(a) Show that every group homomorphism from : G H for any
group H is determined by (a).
(b) Show that a group
Assignment 9
MA 401 (Linear Algebra)
1. Find an invertible real matrix P such that P 1 AP and P 1 BP are both
diagonal, where A and B are the real matrices
1 2
3 8
(a) A =
,
B=
.
0 2
0 1
1 1
1 a
(b) A
Assignment 3
MA 401 (Linear Algebra)
1. Let
3
A = 2
1
1 2
1 1 .
3 0
For which Y = (y1 , y2 , y3 )t does the system of equations AX = Y have a
solution?
2. Find the solutions of
2x1 3x2 7x3 + 5x4 + 2x5
Assignment 4
MA 401 (Linear Algebra)
1. Let F be a subfield of the complex numbers and let V be the space of
polynomial functions over F . Then show that the set
B = cfw_fk : fk (x) = xk , for all x F
Assignment 10
MA 401 (Linear Algebra)
1. Let T be the linear operator on R3 which is represented by the matrix
5 6 6
2 .
A = 1 4
3 6 4
Find the rational form of A, and a matrix P such that P 1 AP is i
Assignment 11
MA 401 (Linear Algebra)
1. Let F n1 be the space of n 1 (column) matrices over the field F , and
let Q be an n n invertible matrix over F . For X, Y F n1 , define
(X|Y ) = Y Q QX
where Y
Assignment 7
MA 401 (Linear Algebra)
1. Let n be a positive integer and F a field. Let W be the set of all vectors
(x1 , x2 , . . . , xn ) F n such that x1 + x2 + + xn = 0. Then
(a) prove that W o con