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CBSE Class 12 Maths Notes : Determinant
By Neepur Garg - May 28, 2014
538
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Determinant
Every square matrix A is associated with a number, called its determinant and it is denoted by det (A
QUANT TECHNIQUES STRAIGHT FROM SERIAL CAT TOPPER BYJU
Get the
Advantage!
INDEX
1) CONSTANT PRODUCT RULE
2) POWER CYCLE
3) MINIMUM OF ALL REGIONS IN VENN DIAGRAMS
4) LAST 2 DIGITS TECHNIQUE
5) SIMILAR TO DIFFERENT GROUPING ( P&C)
6) APPLICATION OF FACTORIA
Remainder theorem
Funda 1 Euler:
Number of numbers which are less than N = ap * bq * cr and co-prime to it are,
If M and N are co-prime, that is if HCF(M,N) = 1,
A very common mistake that students tend to make while using the Eulers Theorem to
solve ques
A set of numbers which do not have any other common factor other than 1 are called co-prime
or relatively prime numbers. This means those numbers whose HCF is 1.
All prime numbers are co-prime to each other.
Any 2 consecutive integers are always co-prime
PH 108 SUMMER COURSE : Electricity and
Magnetism
Tutorial Sheet 2 : Coloumbs law, Gausss law and Potential
1. A semi-infinite slab of thickness t has a uniform charge density distributed in its
volume. Find the electric field intensity at a distance z fro
PH 108 SUMMER COURSE: Electricity and Magnetism
Tutorial Sheet 1 : Coordinate system
1. For a circle given by the equation, r = 2R cos , where R is the radius of the circle and
(r, ) are the polar coordinates, calculate the following:
(a) area of the circ
RESEARCH
REPORT
FINDINGS FROM MIT SLOAN MANAGEMENT REVIEW S
2016 GLOBAL EXECUTIVE STUDY
Data Sharing
and Analytics
Drive Success
With IoT
Creating business value with the
Internet of Things
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Binary Codes
How to represent characters, colors, etc?
Define the set of all represented elements
Assign a unique binary code to each element of the set
Given n bits, a binary code is a mapping from the set of
elements to a subset of the 2n binary numbers
Leadership Workshop Weekly Assignment#1
Management is doing things right; Leadership is doing the right things.
-Peter Drucker
Leadership is a very important skill when it comes to its qualities. It is often confused with
other managerial concepts in an o
Tutorial Sheet No. 2
1. An n n matrix A = [aij ] is called symmetric if aij = aji for all pairs of (i, j),
1 i, j n. Let A and B be symmetric matrices of the same size. Show that
AB is a symmetric matrx if and only if AB = BA.
2. A square matrix A = [aij
Discrete Structures
CS2800
Homework 5
Probability
Explain your answers carefully unless it explicitly says that you dont have to.
1. Prove using the definition of probability that if A B, then Pr(A) Pr(B).
2. MCS 17.10. (Better hint: use induction; no nee
Lecture 7: Value At Risk (VAR) Models
Ken Abbott
Developed for educational use at MIT and for publication through MIT OpenCourseware.
No investment decisions should be made in reliance on this material.
Risk Management's Mission
1. To ensure that manageme
Lecture 10
Regularized Pricing and Risk Models
Ivan Masyukov
Executive Director, Morgan Stanley
Developed for educational use at MIT and for publication through MIT OpenCourseware.
No investment decisions should be made in reliance on this material.
Ivan
Time Series Analysis
Lecture 8: Time Series Analysis
MIT 18.S096
Dr. Kempthorne
Fall 2013
MIT 18.S096
Time Series Analysis
1
Time Series Analysis
Stationarity and Wold Representation Theorem
Autoregressive and Moving Average (ARMA) Models
Accommodating No
Regression Analysis
Lecture 6: Regression Analysis
MIT 18.S096
Dr. Kempthorne
Fall 2013
MIT 18.S096
Regression Analysis
1
Regression Analysis
Linear Regression: Overview
Ordinary Least Squares (OLS)
Gauss-Markov Theorem
Generalized Least Squares (GLS)
Dis
Time Series Analysis III
Lecture 12: Time Series Analysis III
MIT 18.S096
Dr. Kempthorne
Fall 2013
MIT 18.S096
Time Series Analysis III
1
Time Series Analysis III
Cointegration: Definitions
Cointegrated VAR Models: VECM Models
Estimation of Cointegrated V
Time Series Analysis II
Lecture 11: Time Series Analysis II
MIT 18.S096
Dr. Kempthorne
Fall 2013
MIT 18.S096
Time Series Analysis II
1
Time Series Analysis II
Multivariate Time Series
Multivariate Wold Representation Theorem
Vector Autoregressive (VAR) Pr
A triangle is a polygon with three edges and three vertices. It is one of the
basic shapes in geometry. A triangle with vertices A, B, and C is denoted .
In Euclidean geometry any three points, when non-collinear, determine a unique triangle and a
unique
Pythagorean theorem
The sum of the areas of the two squares on the legs (a and b) equals the area of the square on the
hypotenuse (c).
Geometry
Stereographic projection in 3D.png
Projecting a sphere to a plane.
Outline History
Branches[show]
Concepts Feat
www.Batchef.com
Batchef
No 761, Ground Floor,
B Type, 2nd stage, IV Phase,
Domlur, Bangalore- 560071
Buyer
Utkarsh Garg
5th Floor, Maruthi Infotech Centre, Domlur
8953441445
Invoice
Invoice Date
Order Amount (INR)
Product
Price
Qty.
Line Total
Bat Chef Sp
Journal of Management and Marketing Research
Conceptualization of perceived value pricing in strategic marketing
Nagasimha Balakrishna Kanagal
Indian Institute of Management Bangalore
ABSTRACT
Perceived value pricing is an important price setting procedur
ISSN 2029-4581. ORGANIZATIONS AND MARKETS IN EMERGING ECONOMIES, 2012, VOL. 3, No. 1(5)
CUSTOMER PERCEPTIONS OF VALUE:
CASE OF retail banking
Neringa Ivanauskien1,
ISM University of Management and Economics, Lithuania
Vilt Aurukeviien2,
ISM University of
WHAT IS THE REVENUE FOR THE CARD AND BOARD GAMES IN IN INDIA PER
YEAR?
Population of India: Approximately 1.2 billion people.
Lets assume the majority percentage of population that play Board
games lies in the age group of 6-18
Percentage population in th