Topic name: data structures please solve quickly 3- Suppose you have the information of some of chickens farms (F1, F2) as fallow:chicken Agein monthschicken discountprice SchickennewNumbers oftotalfarms necolorratechicken price chicken in the farmprice SF110003.F220004F21500F120006.F11500F230001- Find the chicken price depending on the chicken age and color as fallow :Chicken age > 6 months and chicken color 8 → 3$Chicken age >= 6 months and chicken color W → 2.5$chicken age <6 months and chicken color B → 25chicken age <6 months and chicken color W → 1.5$2- Find the discount rate depending on chicken color as fallow :Chicken color B> -3% ,chicken color W> -2%3 Find the new chicken price for each farm, where new price-old price+(discount rate"old price)4 Find the total price for each farm.5- In cell D10 find sum of total price of chicken color W and chicken age [4.8] months

Note: since your question contain multiple part but we can answer only first 3-sub parts due to our…

3- Suppose you have the information of some of chickens farms (F1, F2) as fallow: chicken dilscount price S chicken Age chicken new Numbers of total tarms ne colur chicken pricechicen inthe farm months rate price s F1 1000 F2 2000 4 F2 1500 F1 2000 6. F1 1500 F2 3000 1- Find the chicken price depending on the chicken age and color as fallow : Chicken age > 6 months and chicken color 8 35 Chicken age 6 months and chicken color w + 255 chicken age <6 months and chicken color B→ 25 chicken age c6 months and chicken color W → 15$ 2- Find the discount rate depending on chicken color as fallow : Chicken color B> 3% ,chicken color W> -2% > Find the new chicken price for each farm, where new pricerold pricet(discount rate"old price) 4. Find the total price for each farm. 5- In cell D10 find sum of total price of chicken color W and chicken age (4.8] months

3- Suppose you have the information of some of chickens farms (F1, F2) as fallow: chicken dilscount price S chicken Age chicken new Numbers of total tarms ne colur chicken pricechicen inthe farm months rate price s F1 1000 F2 2000 4 F2 1500 F1 2000 6. F1 1500 F2 3000 1- Find the chicken price depending on the chicken age and color as fallow : Chicken age > 6 months and chicken color 8 35 Chicken age 6 months and chicken color w + 255 chicken age <6 months and chicken color B→ 25 chicken age c6 months and chicken color W → 15$ 2- Find the discount rate depending on chicken color as fallow : Chicken color B> 3% ,chicken color W> -2% > Find the new chicken price for each farm, where new pricerold pricet(discount rate"old price) 4. Find the total price for each farm. 5- In cell D10 find sum of total price of chicken color W and chicken age (4.8] months

Operations Research : Applications and Algorithms

4th Edition

ISBN:9780534380588

Author:Wayne L. Winston

Publisher:Wayne L. Winston

Chapter17: Markov Chains

Section17.6: Absorbing Chains

Problem 8P

See similar textbooks

Similar questions

In a list there is cost price of n goods. On the most expensive thing there is a loss of x% and on the cheapest thing there is a gain of y% and on rest of things there is a gain of p%. Find loss or gain on whole transaction in Rupees.
Big-O notation is defined as follows: The function f(n) is O(g(n)) if there are positive integers c and N such that f(n) ≤ c · g(n) for all n > N. Is the relation “f(n) is O(g(n))” reflexive? symmetric? transitive? Justify your answers. “Θ(g(n))” is defined as follows: f(n) is Θ(g(n)) if and only if (f(n) is O(g(n)) & g(n) is O(f(n))). Is the relation “f(n) is Θ(g(n))” reflexive? symmetric? transitive? Justify your answers
A police academy has just brought in a batch of new recruits. All recruits are given an aptitude test and a fitness test. Suppose a researcher wants to know if there is a significant difference in aptitude scores based on a recruits’ fitness level. Recruits are ranked on a scale of 1 – 3 for fitness (1 = lowest fitness category, 3 = highest fitness category). Using “ApScore” as your dependent variable and “FitGroup” as your independent variable, conduct a One-Way, Between Subjects, ANOVA, at α = 0.05, to see if there is a significant difference on the aptitude test between fitness groups. Identify the correct values for dfbetween and dfwithin A. dfbetween = 7 dfwithin = 7 B. dfbetween = 13 dfwithin = 2 C. dfbetween = 2 dfwithin = 13 D. dfbetween = 2 dfwithin = 2
Build a CKY table to parse each sentence below. Also for the 3 invalidsentences below. I want to travel I like Texas I want to swim Go to South Padre Get a hotel On the beach I want a view Love the sunrise A nice vacation Book a boat I love water Need this trip Waves are high Prefer the boat I enjoy speed 3 Invalid Sentences: Like boat to Trip vacation to Hotel want to CFG: S -> NP VP NP -> 'I' | 'Texas' | 'South Padre' | 'hotel' | 'beach' | 'view' | 'sunrise' | 'vacation' | 'boat' | 'water' | 'trip' | 'waves' | 'speed' VP -> 'want' 'to' V | 'like' NP | 'Go' 'to' NP | 'Get' 'a' NP | 'On' 'the' NP | 'Love' 'the' NP | 'Book' 'a' NP | 'Need' 'this' NP | 'Prefer' 'the' NP | 'enjoy' NP V -> 'travel' | 'swim' | 'be' CFG converted into CNF: S → NP VP NP → N1 | N2 | N3 | N4 | N5 | N6 | N7 | N8 | N9 | N10 | N11 | N12 | N13 | N14 VP → V1 VP2 | V2 NP | V3 NP | V4 NP | V5 NP | V6 NP | V7 NP | V8 NP | V9 NP | V10 NP N1 → 'I' N2 → 'Texas' N3 → 'South Padre' N4 → 'hotel' N5 →…
The size of the intersection divided by the size of the union is used to determine how similar two papers are (each having unique words). For instance, the similarity between 1, 5, 3 and 1, 7, 2, 3 is 0, 4, as the intersection has size, if the documents are made up of integers.the union has a size of 2, andWe have a large collection of documents (each with a unique value and a corresponding ID), where the similarity is deemed to be "sparse":This means that there is a high likelihood of resemblance between any two randomly chosen papers. O. Create an algorithm that provides a list of document ID pairings together with the corresponding similarity.Only the pairings with similarity larger than 0 should be printed. Documents that are empty should not
Consider the following database instance. Table name: Students Primary key: sid Sid sname 7 Ricky 2 Ellen 6 MaryLou 4 Ellen Table name: Courses Primary key: cid cid cname 1 ICS 2 Finance Table name: Register Primary key: sid,cid Foreign key: sid references Students(sid) Foreign key: cid references Courses(cid) sid cid 7 2 2 2 7 1 4 1 5.1) For each of the following statements, show whether the statement is correctly executed or not (assume that the statements are executed in order, which means that if a statement is correctly executed, its effect is reflected in the following statement). If you say the statement is not executed, explain why. INSERT INTO Students VALUES (3, ‘Ellen’); INSERT INTO Students VALUES (6, ‘Ellen’); INSERT INTO Register VALUES (1, 2); INSERT INTO Courses VALUES (5, ‘Systems’); INSERT INTO Register VALUES (6, 5); INSERT INTO Register…
Consider the following database instance. Table name: Students Primary key: sid Sid sname 7 Ricky 2 Ellen 6 MaryLou 4 Ellen Table name: Courses Primary key: cid cid cname 1 ICS 2 Finance Table name: Register Primary key: sid,cid Foreign key: sid references Students(sid) Foreign key: cid references Courses(cid) sid cid 7 2 2 2 7 1 4 1 5.1) For each of the following statements, show whether the statement is correctly executed or not (assume that the statements are executed in order, which means that if a statement is correctly executed, its effect is reflected in the following statement). If you say the statement is not executed, explain why. INSERT INTO Students VALUES (3, ‘Ellen’); INSERT INTO Students VALUES (6, ‘Ellen’); INSERT INTO Register VALUES (1, 2); INSERT INTO Courses VALUES (5, ‘Systems’); INSERT INTO Register VALUES (6, 5); INSERT INTO Register…
Correct answer only else downvoted Ivan is playing one more roguelike PC game. He controls a solitary saint in the game. The saint has n gear openings. There is a rundown of ci things for the I-th opening, the j-th of them expands the saint strength by ai,j. The things for each opening are pairwise particular and are recorded in the expanding request of their solidarity increment. Thus, ai,1<ai,2<⋯<ai,ci. For each opening Ivan picks precisely one thing. Let the picked thing for the I-th opening be the bi-th thing in the comparing list. The arrangement of decisions [b1,b2,… ,bn] is known as a form. The strength of a form is the amount of the strength increments of the things in it. A few forms are restricted from the game. There is a rundown of m pairwise particular prohibited forms. It's dependable that there's somewhere around one form that is not restricted. What is the develop with the greatest fortitude that isn't restricted from the game? In case there are various…
A company's board consists of 4 people: Abigail (the CEO), Benoit, Charlie, and Debra. When they take a vote, if there is a majority (either up or down), that vote prevails. If, however, there is a tie, then Abigail's vote is the tie-breaker (e.g. if A&B vote up, and C&D vote down, the outcome is "up", because A's vote breaks the tie). The truth table will show all possible combinations of the 4 votes, and the final decision for each.
Let M be an NFA with k states.we used NFA to DFA coversion method and converted M into a DFA M' which has 335 states.Which of the following is possible value of k(the number of states in M)? option a) 7 option b) 8 option c) 9 option d) 6
1. Which one(s) are the prefixes of the string P = "aaabbaaa" that are also suffixes of P? (Select all that applies.) Group of answer choices a) 'a' b) 'aa' c) 'aaa' d) ' ' (=>an empty string) 2. Which of the following problems is solved using dynamic programming? Group of answer choices a) Matrix chain multiplication problem b) Knapsack problem c) Longest common subsequence (LCS) problem d) All of the above 3. We can detect some useful information hidden in the topology of the market network before and after a market crash using an MST algorithm. Group of answer choices a) True b) False 4. ABCDEFG and XZACKDFWGH have ACDFG as a longest common subsequence. Group of answer choices a) True b) False
Schnorr's Zero Knowledge ID. Prime modulus of 9257 and Generator of 17, Alice claims the ID 5117 is hers. She provides a commitment (t) of 7799. We send a challenge (c) of 679 to Alice. She sends a response (s) of 7787. Is she the owner of the ID? What left and right values did we calculate? Question 14 options: 3424 and 3232 1238 and 1230 54354 and 7787 4833 and 4833