See the two posets in the picture. Find the height and width of each, then a...
See the two posets in the
picture.
Find the height and width of each, then a chain partitioning and an antichain partitioning using the minimum number of possible chains/antichains for each.
Homework Answers
We try to name the 1st graph as the following
We name the 2nd graph and solve the following
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See the two posets in the
picture.
Find the height and width of each, then a...
A picture frame (see figure) has a total perimeter of 3 feet. The width of the...
A picture frame (see figure) has a total perimeter of 3 feet. The width of the frame is 0.65 times its length. Find the dimensions of the frame. (Round your answers to two decimal places.) width length ft ft Need Help?しReadt. i Watch It . T Talk to a Tutor -10.5 points LarCAABLS2 1.2.044 MI.SA. My Notes Ask Your Teach This question has several parts that must be completed sequentially. If you skip a part of the question, you will...
Java Instructions of assignment: Inside 1st class - Find the int width and height of a...
Java Instructions of assignment: Inside 1st class - Find the int width and height of a rectangle; include methods to set and get the width and height; and a method to calculate and return the area Inside 2nd class - Use an ArrayList to store 10 unique dimensions of the rectangle class - Set the width & height using a constructor or setter methods - Create a bubble sort algorithm list inside a method to set the areas in descending...
In the picture below, which of the two supply chains suffer(s) from double marginalization? Integrated supply...
In the picture below, which of the two supply chains suffer(s) from double marginalization? Integrated supply chain Distributed supply chain (mfg is also the retailer) (mfg, M sells to the retailer, R) 9 = 1000-P KAJ-22.500 (C) 4-45.000 1000 1000 R-850 A-700 pe 700 (p-C) 90.000 Sum= 67,500 C400 C400 9-1000- Price soud Quantity 1000 O q 300 1000 150 Quantity Both supply chains. Neither the integrated supply chain (left frame) nor the distributed supply chain (right frame). The integrated...
A homogeneous block, with height ℎ and width ?, is in static equilibrium on an inclined...
A homogeneous block, with height ℎ and width ?,
is in static equilibrium on an inclined plane, see figure. The angle between the inclined plane and
the horizontal plane is ?. The static friction number
between the block and the substrate is ?S. A force ? ⃗
acts on the block, in the direction parallel to it
inclined plane (see figure). The magnitude of the power
? ⃗ is such that the block tends to tip. Draw
a correct exposure...
Define the function print_word_rectangle(word, height, width) that takes a word and prints height lines with each...
Define the function print_word_rectangle(word, height, width) that takes a word and prints height lines with each line containing the first width characters of the word (if the word has width or less characters) or repeats the word enough times to get width characters (with the last repetition containing only enough characters to ensure the line has a total of width characters). Notes • word will obviously be a string. • If either width or height is zero (or negative) then...
Problem 8. A door of mass M that has height H and width Wis hung from two hinges located a distan...
Problem 8. A door of mass M that has height H and width Wis hung from two hinges located a distance d from the top and bottom, respectively, Assuming that the vertical weight of the door is equally distributed between the two hinges, find the total force (in component form) exerted by each hinge. Neglect the mass of the doorknob and assume that the center of mass of the door is atx- W2,y H/2. Note: The force directions drawn in...
A tunnel of length L = 130 m, height H = 7.3 m, and width 5.5...
A tunnel of length L = 130 m, height H = 7.3 m, and width 5.5 m (with a flat roof) is to be constructed at distance d = 47 m beneath the ground. (See the figure.) The tunnel roof is to be supported entirely by square steel columns, each with a cross-sectional area of 893 cm2. The mass of 1.0 cm3 of the ground material is 2.1 g. (a) What is the total weight of the ground material the...
3. Use the partitioning method from Chapter 6 to find a reduced state table. Assume each possible...
3. Use the partitioning method from Chapter 6 to find a reduced state table. Assume each possible value for the don't care entries. Which values yield the minimum number of states? For each value, you must show the final state partition. For the value with the fewest number of states, provide the reduced state table. Next State Present State 00 01 10 11 Output S0 80 81 S1 S2 S1 S2 S2 S3 S2 S3 S3 S4 0 S2 S3...
There is a rectangle that has a width of 8.00 cm and a height of 6.00...
There is a rectangle that has a width of 8.00 cm and a height of 6.00 cm. In the bottom two corners are electrons and in the top two corners are protons, one in each corner An electron is placed in the geometrical center of the rectangle. What is the net force (magnitude and direction) on the electron in the center?
JAVA design a class named Rectangle to represent a rectangle. The class contains: A method named getPerimeter() that returns the perimeter. Two double data fields named width and height that specify...
JAVA design a class named Rectangle to represent a rectangle. The class contains: A method named getPerimeter() that returns the perimeter. Two double data fields named width and height that specify the width and height of the rectangle. The default values are 1 for both width and height. A no-arg constructor that creates a default rectangle. A constructor that creates a rectangle with the specified width and height. A method named getArea() that returns the area of this rectangle. design...
A picture frame (see figure) has a total perimeter of 3 feet. The width of the frame is 0.65 times its length. Find the dimensions of the frame. (Round your answers to two decimal places.) width length ft ft Need Help?しReadt. i Watch It . T Talk to a Tutor -10.5 points LarCAABLS2 1.2.044 MI.SA. My Notes Ask Your Teach This question has several parts that must be completed sequentially. If you skip a part of the question, you will...
In the picture below, which of the two supply chains suffer(s) from double marginalization? Integrated supply chain Distributed supply chain (mfg is also the retailer) (mfg, M sells to the retailer, R) 9 = 1000-P KAJ-22.500 (C) 4-45.000 1000 1000 R-850 A-700 pe 700 (p-C) 90.000 Sum= 67,500 C400 C400 9-1000- Price soud Quantity 1000 O q 300 1000 150 Quantity Both supply chains. Neither the integrated supply chain (left frame) nor the distributed supply chain (right frame). The integrated...
A homogeneous block, with height ℎ and width ?,
is in static equilibrium on an inclined plane, see figure. The angle between the inclined plane and
the horizontal plane is ?. The static friction number
between the block and the substrate is ?S. A force ? ⃗
acts on the block, in the direction parallel to it
inclined plane (see figure). The magnitude of the power
? ⃗ is such that the block tends to tip. Draw
a correct exposure...
Define the function print_word_rectangle(word, height, width) that takes a word and prints height lines with each line containing the first width characters of the word (if the word has width or less characters) or repeats the word enough times to get width characters (with the last repetition containing only enough characters to ensure the line has a total of width characters). Notes • word will obviously be a string. • If either width or height is zero (or negative) then...
Problem 8. A door of mass M that has height H and width Wis hung from two hinges located a distance d from the top and bottom, respectively, Assuming that the vertical weight of the door is equally distributed between the two hinges, find the total force (in component form) exerted by each hinge. Neglect the mass of the doorknob and assume that the center of mass of the door is atx- W2,y H/2. Note: The force directions drawn in...
A tunnel of length L = 130 m, height H = 7.3 m, and width 5.5 m (with a flat roof) is to be constructed at distance d = 47 m beneath the ground. (See the figure.) The tunnel roof is to be supported entirely by square steel columns, each with a cross-sectional area of 893 cm2. The mass of 1.0 cm3 of the ground material is 2.1 g. (a) What is the total weight of the ground material the...
3. Use the partitioning method from Chapter 6 to find a reduced state table. Assume each possible value for the don't care entries. Which values yield the minimum number of states? For each value, you must show the final state partition. For the value with the fewest number of states, provide the reduced state table. Next State Present State 00 01 10 11 Output S0 80 81 S1 S2 S1 S2 S2 S3 S2 S3 S3 S4 0 S2 S3...
There is a rectangle that has a width of 8.00 cm and a height of 6.00 cm. In the bottom two corners are electrons and in the top two corners are protons, one in each corner An electron is placed in the geometrical center of the rectangle. What is the net force (magnitude and direction) on the electron in the center?
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