LINEAR PROGRAMMING FOR SOLVNG INEQUALITIES, Applied Statistics

Assignment Help:
To use Linear Programming for solving the following inequalities.

Following Twin Conditions (as mandated by the Indian Regulatory Authority)

Twin Condition I for TV Broadcasters selling their content to Cable TV Service Providers :-

To Sell their content (TV Channels) to MSOs (viz. Cable TV Service Providers) as a Bouquet (Packet), Broadcasters have to abide by the following Twin Conditions :- A> Bouquet Rate > = 66% of the Sum of Ala Carte Rates (Standalone) of the TV Channels

B> Average Bouquet Rate > = 33% of Each Ala Carte Rate of the TV Channel in that Bouquet

The implicit principle behind Twin Condition I is that If I buy N different things together as a packet (Bouquet), there will be a definite reduction in price. But, the reduction is in such a way that :- 1> It cannot be below a certain % (66) of the total price
AND

2> The average selling price of the TV Channels in the Bouquet will not be below a certain % (33) of their individual prices. The % (2/3 & 1/3) depend on the profit and pricing mechanism

Twin Condition II for Cable TV service Providers for reselling Content to Retail Customers (Cable TV Subscribers) :- To resell this content to the retail subscriber, MSOs have to abide by the following Twin conditions :-

A> Ala Carte Rates for end consumer (Retail) < = 2 x (Ala Carte Rates provided by the Broadcaster to the MSOs)

B> Ala Carte of a TV Channel < = 3 x Ascribed Value of a TV Channel where Ascribed Value is the Ala Carte Rate rationalised with respect to the Bouquet rate. (Details on page 8, TARIFF ORDER DATED 20TH SEPT, 2013; LINK - https://www.cablequest.org/pdfs/trai/Tariff-amendments-for-notification-english-20sept2013.pdf )

Twin Condition I is the MSO''s content purchase and Twin Condition II is the MSO''s content sale.

Need to solve inequalities with multiple variables (Sample Data) using Linear Programming.

Sample Data :- MEDIAPRO (A CHANNEL AGGREGATOR HAS THE FOLLOWING TV CHANNELS IN ONE OF ITS BOUQUETS (BOUQUET NO. 2, PAGE NO. 17 OF LINK https://www.mediapro.net.in/rate-card-pdf/Reference%20Interconnect%20Offer%20-%20DACS%20annexure%20A%20-%2029.12.13.pdf)

THIS
BOUQUET HAS BEEN PRICED @ INR 43.2

AVERAGE BOUQUET RATE = INR 2.88 (PLEASE SEE NOTE BELOW)

AS CAN BE SEEN,THE BOUQUET RATE OF INR 43.2 IS GREATER THAN 66% OF SUM OF ALL ALA CARTE CHANNEL RATES WHICH IS INR 64.88

ALSO, AVERAGE BOUQUET RATE OF INR 2.88 IS GREATER THAN 33% OF EACH ALA CARTE CHANNEL RATE PRESENT IN THIS BOUQUET

THE ABOVE PRINCIPLE EXISTS FOR ALL THE BOUQUETS CREATED BY MEDIA PRO (PFA ATTACHED HEREWITH)

NOTE :- 1. A LA CARTE IMPLIES STAND ALONE RATES OF EACH TV CHANNEL AS GIVEN BY THAT BROADCASTER

AVERAGE BOUQUET PAY CHANNEL RATE = BOUQUET RATE / NUMBER OF PAY CHANNELS IN THAT BOUQUET

Related Discussions:- LINEAR PROGRAMMING FOR SOLVNG INEQUALITIES

Number of principal components, While there are p original variables the n...

While there are p original variables the number of principal components is m such that m

Limitations of arithmetic mean, The calculations of arithmetic mean m...

The calculations of arithmetic mean may be simple and foolproof, but the application of the result may not be so foolproof. An arithmetic mean may not merely lack

Keno, Having 11 numbered balls -0 to 10 -into a basket and have 6 spaces t...

Having 11 numbered balls -0 to 10 -into a basket and have 6 spaces to be numbered with the balls selected in each 6 chances and it returned it back to the basket each time. Chanc

Ryan-joiner - normal probability plot, The Null Hypothesis - H0:  The rando...

The Null Hypothesis - H0:  The random errors will be normally distributed The Alternative Hypothesis - H1:  The random errors are not normally distributed Reject H0: when P-v

Statistical generalisations, From the information given, what seems to be t...

From the information given, what seems to be the main flaw in each of the following statistical generalisations? (i) Banking industry employees are facing a crisis, if their

Correlation, prove that coefficient of correlation lies between -1 and+1

prove that coefficient of correlation lies between -1 and+1

Test for equality of two means, Let X 1  and X 2  be two independent po...

Let X 1  and X 2  be two independent populations with population means μ 1  and  μ 2  respectively. Two samples are taken, one from each population, of sizes n 1  and n 2  re

Index number , how to write result in the end of price index number problem...

how to write result in the end of price index number problem

Write Your Message!

Captcha
Free Assignment Quote

Assured A++ Grade

Get guaranteed satisfaction & time on delivery in every assignment order you paid with us! We ensure premium quality solution document along with free turntin report!

All rights reserved! Copyrights ©2019-2020 ExpertsMind IT Educational Pvt Ltd