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A candy manufacturer wants to maximize the profit for two types of boxed chocolates. A box...
A candy manufacturer wants to maximize the profit for two types of boxed chocolates. A box of chocolate covered creams yields a profit of $2.50 per box, and a box of chocolate covered nuts yields a profit of $2.00 per box. Market tests and available resources have indicated the following constraints: The combined production level should not exceed 1200 boxes per month. The demand for a box of chocolate covered nuts is no more than half the demand for a box of chocolate covered creams. The production level for chocolate covered creams should be less than or equal to 600 boxes plus three times the production level for chocolate covered nuts. Find the number of boxes of each type of candy to maximize the profit. Write your answer in a complete sentence. Use algebra and graphical linear programming techniques to solve the problem. Algebra must be used to find corner points.
Solutions
milcah answered 2 years agoRelated Solutions
A lapel pin manufacturer wants to maximize the profit for two types of lapel pins. A...
A lapel pin manufacturer wants to maximize the profit for two
types of lapel pins. A box of American flag lapel pins yields a
profit of $2.50 per box, and a box of peace sign lapel pins yields
a profit of $2.00 per box. Market tests and available resources
have indicated the following constraints:
The combined production level should not exceed 1200 boxes per
month.
The demand for a box of peace sign lapel pins is no more than
half...
#1 A candy company makes chocolates in two flavors, milk and dark. Brenda is a quality...
#1
A candy company makes chocolates in two flavors, milk and
dark. Brenda is a quality control manager for the company who wants
to make sure that each jumbo bag contains about the same number of
chocolates, regardless of flavor. She collects two random samples
of 15 bags of chocolates from each flavor and counts the number of
chocolates in each bag. Assume that both flavors have a standard
deviation of 9.5 chocolates per bag and that the number of...
a manufacturer of two types of swings, Tarzan and High Flyer, makes a profit of $59...
a
manufacturer of two types of swings, Tarzan and High Flyer, makes a
profit of $59 on Tarzan swings and $69 on High Flyer swings. In the
manufacturing process of each Tarzan swings require 4 hours of
assembly and 4 hours of finishing while High Flyer swings require 6
hours of assembly and 10 hours of finishing. Due to warehouse
contraints the manufacturer only hss 144 hours a day available for
assembly and 200 hours a day for finishing. assuming...
A firm wants to maximize its profit. What info about the production of a firm is...
A firm wants to maximize its profit. What info about the
production of a firm is needed when trying to determine the optimal
amount of labor (N*)it should employ? Explain how that info can
help a firm determine their optimal amount of labor.
The sugar bear candy factory makes two types of chocolate candy bars milk chocolate and milk...
The sugar bear candy factory makes two types of chocolate candy
bars milk chocolate and milk chocolate with almonds. In a typical
day, 40% of the candy bars are being made of milk chocolate with
almonds and the rest is plain milk chocolate. At the end of the
day, a quality control expert randomly chooses 14 candy bars for
inspection.
a. What is the probability that fewer than 6 of the candy bars
contained almonds?
b.What is the probability that...
I am sure that any company wants to maximize its profit and linear programming might be...
I am sure that any company wants to maximize its profit and
linear programming might be used to find an answer concerning the
value of this profit. If you would want to build the linear
programming problem that provides such answers, how many
constraints would you add? Do you think that an increase in the
number of constraints implies solving a more realistic problem
green inc. produces A and B it wishes to maximize the profit from the two items....
green inc. produces A and B it wishes to maximize the profit from
the two items.
the linear program is given as below:
Max 4A+2B
s.t 4A + B <_ 16 available in graphics dept
5A + 5B <_ 40 hrs in printing
3A + 10B <_30 hrs in finishing
A, B >_ 0
provide complete optimal solution as follow:
1. graph the constraints and piuny iht the feasible
region.
2. grapgh the objective function line
3. move the objetive...
Organizations fall into two basic types: Profit Non-Profit In each of these groups are subgroups. Profit...
Organizations fall into two basic types:
Profit
Non-Profit
In each of these groups are subgroups.
Profit
Non-profit- Voluntary
Non-profit- Government
Define the difference between a profit and a non-for profit
organization, and give an example of each. Described what is type
of organization you'd like to work for and why?
Cupid Company sells boxes of chocolates. They currently offer two different types, heart shaped and cupid...
Cupid Company sells boxes of chocolates. They currently offer
two different types, heart shaped and cupid shaped. They sell 8,750
cupid shaped boxes for $18.75 and 10,000 heart shaped boxes for
$15.00 each. Cupid Company has $18,000 of fixed costs (non-plant).
Both boxes currently have an extremely manual manufacturing
process. The cupid shaped box costs $7.50 each to make, comprised
of $1.50 in variable overhead, $2.10 in direct materials, direct
labor cost $8.15 per hour and it takes employees 28.72...
Cupid Company sells boxes of chocolates. They currently offer two different types, heart shaped and cupid...
Cupid Company sells boxes of chocolates. They currently offer
two different types, heart shaped and cupid shaped. They sell 8,750
cupid shaped boxes for $18.75 and 10,000 heart shaped boxes for
$15.00 each. Cupid Company has $18,000 of fixed costs (non-plant).
Both boxes currently have an extremely manual manufacturing
process. The cupid shaped box costs $7.50 each to make, comprised
of $1.50 in variable overhead, $2.10 in direct materials, direct
labor cost $8.15 per hour and it takes employees 28.72...
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