Found 1910 results for: Linear Programming Exam Questions And Answers
[FREE] Linear Programming Exam Questions And Answers | HOT!
We need to find a line with gradient — , within the region R that has the greatest value for c. Draw a line on the graph with gradient —. Any line with a gradient of — would be acceptable. To look for the line, within R , with...
Found: 25 May 2021 | Rating: 91/100
[DOWNLOAD] Linear Programming Exam Questions And Answers
We will draw parallel lines with increasing values of c. Increasing values of c means we move upwards. We will stop at the parallel line with the largest c that has the last integer value of x , y in the region R. Solving Linear Programming Problems...
Found: 25 May 2021 | Rating: 90/100
Linear Programming Hardest Quiz:: Trivia!
The primary objective here was to improve the evaluating and analytical skills of a student. A lot of students tend to only focus on memorizing information and relying on cramming learning. Therefore CBSE Board decided to dedicate a large part of the question paper to Chapter 12 Linear Programming HOTs Questions as they typically concentrate on a student's ability to reason, analyze, process, justify, and evaluate information. These papers are published prior to the examinations so that students can do the study. Higher Order Thinking Skills HOTs as the name suggests refers to thinking skills that correspond to the more complicated forms of learning within the cognitive domain.
Found: 11 Apr 2021 | Rating: 89/100
Questions On Linear Programming
CBSE Chapter 12 Linear Programming HOTs Questions which are basically designed to improve the learning skill of students and test their comprehension, analytical thinking and problem-solving skill. Class 12 is one of the most important stages in students life. In the run-up to board exams of Class 12, it is important to build the base itself.
Found: 28 Apr 2021 | Rating: 93/100
Exam-Style Questions On Linear Programming
Getting a good mark in Class 12 examinations will not only boost your confidence but will also give you the motivation to study for the next class. In addition, our website also has important questions for Class 12 subject wise solutions which will help students to refer to the answers once they are done answering in order to self-evaluate their performance and correct any errors. This will enable you to practice the subject better and get high marks in the exam. Practising these Chapter 12 Linear Programming HOTs Questions is a good way to ensure that you have not left any topic and that you have complete coverage of the whole syllabus.
Found: 5 Apr 2021 | Rating: 86/100
Also, students can use these Mathematics HOTS Question to take a mock test and use it as a tool to gauge their preparation. The format of the answers is in accordance with the latest recommended format given by the CBSE. This allows students to study the answer and replicate it in the examination in similar language and get good marks. We are providing something unique, useful and most importantly fun.
Found: 19 Apr 2021 | Rating: 87/100
Competing objectives Apply linear programming to this problem. A firm wants to determine how many units of each of two products products D and E they should produce to make the most money. The firm is limited by its total available labor hours and total available machine hours. The total labor hours per week are 4, Product D takes 5 hours per unit of labor and product E takes 7 hours per unit. The total machine hours are 5, per week. Product D takes 9 hours per unit of machine time and product E takes 3 hours per unit. Which of the following is one of the constraints for this linear program? A firm wants to determine how many units of each of two products products X and Y they should produce in order to make the most money. The firm has a limited number of labor hours and machine hours to apply to these products.
Found: 12 Apr 2021 | Rating: 91/100
Test: Linear Programming (CBSE Level) - 1
The total labor hours per week are 3, Product X takes 2 hours of labor per unit and Product Y takes 6 hours of labor per unit. The total machine hours available are per week. Product X takes 1 machine hour per unit and Product Y takes 5 machine hours per unit. David and Harry operate a discount jewelry store. They want to determine the best mix of customers to serve each day.
Found: 26 Apr 2021 | Rating: 91/100
Linear programming is a method to achieve the best outcome in a mathematical model. Linear programming is a special type of mathematical programming. It is very complex and requires an extraordinary skill with numbers. If you possess the skill and want to test it, then go ahead and give these quizzes a try. But you may also attempt the quizzes if you are planning to learn or know more about linear programming. Linear programs are problems that can be expressed in which type of form? What is the matrix transpose? What is a convex polytope? Linear programming is most often used in which two common fields of study? Who first developed the linear programming method? Why was the linear programming method invented? What is standard form linear programming composed of? If you think you have the answers, prove it by taking these quizzes now!
Found: 4 Apr 2021 | Rating: 86/100
Linear Programming | Applied Math Quiz - Quizizz
Answer: For factory 1 should be operated for 80 days and factory 2 should be operated for 60 days to minimise the operating cost while meeting the demand. He has to spend Rs 2 per km on petrol. He has almost Rs to spend on petrol and one hour's time. He wishes to find the maximum distance that he can travel. Express this problem as a linear programming problem. The maximum value of Z on the feasible region occurs at the two corner points C 15, 15 and D 0, 20 and it is in each case. Question 5- A dietician has to develop a special diet using two foods P and Q. Each packet containing 30 g of food P contains 12 units of calcium, 4 units of iron, 6 units of cholesterol and 6 units of vitamin A.
Found: 5 Apr 2021 | Rating: 93/100
Mat Final Examguaranteed A+ Answers! Good Luck - ANSWERSBAY
Each packet of the same quantity of food Q contains 3 units of calcium, 20 units of iron, 4 units of cholesterol and 3 units of vitamin A. The diet requires at least units of calcium, at least units of iron and at most units of cholesterol. How many packets of each food should be used to minimise the amount of vitamin A in the diet? What is the minimum amount of vitamin A? Answer: The amount of vitamin A will be minimum if 15 packets of food P and 20 packets of food Q are used in the special diet. The minimum amount of vitamin A will be units.
Found: 2 Apr 2021 | Rating: 86/100
Lesson LINEAR PROGRAMMING PROBLEMS AND SOLUTIONS 1
Question 6- A cooperative society of farmers has 50 hectares of land to grow two crops X and Y. The profit from crops X and Y per hectare are estimated as Rs 10, and Rs 9, respectively. To control weeds, a liquid herbicide has to be used for crops X and Y at rates of 20 litres and 10 litres per hectare. Further, no more than litres of herbicide should be used in order to protect fish and wildlife using a pond which collects drainage from this land. How much land should be allocated to each crop so as to maximise the total profit of the society? Answer: The society will get the maximum profit of Rs. Question 7- A company manufactures two types of sweaters A and B. It costs Rs to make a sweater A and Rs to make a sweater B.
Found: 17 Apr 2021 | Rating: 85/100
Linear Programming Quizzes Online, Trivia, Questions & Answers - ProProfs Quizzes
The company can make at most sweaters and spend at most Rs 72, a day. The number of sweaters B cannot exceed the number of sweaters A by more than The company makes a profit of Rs for each sweater A and Rs for every sweater B. Express this problem as an LPP to maximise the profit to the company. The cost for engaging each large van is Rs and each small van is Rs Not more than Rs 3, is to be spent on the job and the number of large vans cannot exceed the number of small vans. Express this problem as a linear programming problem given that the objective is to minimise cost. Find the maximum number of cakes which can be made from 5kg of flour and 1 kg of fat assuming that there is no shortage of the other ingredients used in making the cakes.
Found: 27 Apr 2021 | Rating: 85/100
Linear Programming Questions And Answers - Form 4 Topical Mathematics
Question There are two types of fertilisers F1 and F2. After testing the soil conditions, a farmer finds that she needs at least 14 kg of nitrogen and 14 kg of phosphoric acid for her crop. Determine how much of each type of fertiliser should be used so that nutrient requirements are met at a minimum cost. What is the minimum cost? The students appearing for the CBSE Class 12th Mathematics Examination will find these questions helpful while preparing for the upcoming Examination.
Found: 2 Apr 2021 | Rating: 91/100
Linear Programming 3 Decision Variables (past Exam Paper Question) - Mathematics Stack Exchange
Questions A man bakes two types of cakes, queen cakes and marble cakes. Each week he bakes x queen cakes and y marble cakes. He makes a profit of shs. Draw a graph to represent the above information on the grid provided From the graph, determine how many cakes of each type he should make to maximize his weekly profit Calculate the maximum profit If he is to make a weekly profit of at least shs. Every shirt made requires 2 hours on machine A and 2 hours on machine B. Every Jersey made requires 3hours on machine A and I hour on machine B. In one day the time limit on machine A is 24hours but that on machine B is 12hrs. The number of Jerseys produced must not be more than the shirts produced in one day.
Found: 7 Apr 2021 | Rating: 91/100
The company makes a profit of shs. The company produces x shirts and y jerseys per day Write down four inequalities which must be satisfied by x and y and represent these inequalities on a grid Find the values of x and y which will give the company maximum daily profit and also state the maximum profit A trader makes two types of chair, ordinary and special chairs. The cost of each ordinary chair is shs. He is prepared to spend not more than shs. It is not viable for hi m to make less than 20 chairs. Ordinary chairs must be less than twice the special chairs but more than By taking the number of ordinary chairs as x and special chairs as y: Write down all the inequalities in x and y Draw the inequalities on the grid provided He sells a special chair at a profit of shs. There are two types of buses available. Type X and type Y. Type X can carry 64 passengers and type Y can carry 48 passengers.
Found: 14 Apr 2021 | Rating: 87/100
Linear Programming Hardest Quiz:: Trivia! - ProProfs Quiz
They have to use at least 7 buses. Form all linear inequalities which will represent the above information. On the grid provided, draw the inequalities and shade the un-wanted region. The charges for hiring the buses are ; Type X: shs. A shoe maker makes two types of shoes A and B. He takes 3 hours to make one pair of type A and 4 hours to make one pair of type B. He works for a maximum of hours to make x pairs of type A and y pairs of type B.
Found: 6 Apr 2021 | Rating: 88/100
Test: Introduction To Linear Programming
It costs him Kshs. His total cost does not exceed kshs. He must make at least 8 pairs of type A and 12 pairs of type B. Write down four inequalities representing the information above On the grid provided represent the inequalities and shade the unwanted regions The shoe maker makes a profit of kshs. The charges are shs. It costs shs. There is never more than ordinary seats and for a show to take place at least 50 ordinary chairs must be occupied. The number of special seats is always less than twice the number of ordinary seats. On the grid provided, draw the graph to show the inequalities in a above Determine the number of seats of each type that should be booked in order to maximize the profit.
Found: 17 Apr 2021 | Rating: 86/100
MCQs Class 12 Linear Programming With Answers PDF Download
A man sells two types of ice creams in cups and sticks. He can store less than ten packets in his cooling box. He sells more cups than sticks but less than 3 items as many cups as sticks. He also knows that he will sell more than 3 packets of sticks. His profit is shs. Form inequalities to represent the above information: Let x — packets of cups and y — packets of sticks On the grid provided graph the inequalities to satisfy the required condition How many packets of cups and sticks should the man put in his box to give him the highest profit? A shopkeeper bought 50 pangas and 30 jembes :- From a wholesalers for shs. He had bought half as many jembes and 5 pangas less, he would have paid shs. How much would he have saved if he had bought the 50pangas and 30 jembes from wholesalers B The price of a suit if marked at shs.
Found: 1 Apr 2021 | Rating: 85/100
Linear Programming Solution Examples
A discount The games master whishes to hire two matatus for a trip. The operators have a Toyota which carries 10passengers and a Kombi which carries 20 passengers. Altogether people have to travel. The operators have only 20litres of fuel and the Toyota consumes 4 litres on each round trip and the Kombi 1 litre on each round trip. If the Toyota makes x round trips and the kombi y round trips; write down four inequalities in x and y which must be satisfied represent the inequalities graphically on the grid provided The operators charge shs. Find the distance covered by the p Answers.
Found: 18 Apr 2021 | Rating: 90/100
Linear Programming | Mathematics, Learning And Technology
Linear programming is a method to achieve the best outcome in a mathematical model. Linear programming is a special type of mathematical programming. It is very complex and requires an extraordinary skill with numbers. If you possess the skill and want to test it, then go ahead and give these quizzes a try. But you may also attempt the quizzes if you are planning to learn or know more about linear programming. Linear programs are problems that can be expressed in which type of form?
Found: 16 Apr 2021 | Rating: 87/100
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