Question

In: Psychology

Directions: Below you will find a series of proposed solutions to problems. For each one, you...

Directions:

Below you will find a series of proposed solutions to problems. For each one, you are tasked with developing 3 justifications for that solution - one through consequence, one through principle, and one through either precedent or analogy. Because you will need three answers for each, you will end up with 15 answers total.

EXAMPLE:

Solution: Spanking Children should be made illegal

Justification through Principle: because it is wrong to cause bodily pain to children

Justification through Consequence: because it teaches children that it is ok to hit someone out of anger

Justification through Analogy: because spanking a child is like banging your fists against a wall - it relieves your anger but turns the child into an object

JUSTIFY THE FOLLOWING SOLUTIONS:

1. Problem: How to improve school? Solution: The school year should be extended to eleven months.

2. Problem: How to reduce obesity in our city? Solution: Our city should require all restaurants to post the calorie content of every menu item.

3. Problem: How do we reduce mass shootings? Solution: Federal law should ban large ammunition clips for automatic weapons.

4. Problem: How do we reduce overcrowding in federal prisons? Solution: The federal government should legalize marijuana.

5. Problem: How do we reduce our carbon footprint? Solution: The federal government should enact a substantially increased tax on gasoline.

Solutions

Expert Solution

1. Problem: How to improve school? Solution: The school year should be extended to eleven months.

Justification through principle: The school will function better since more time will be given for resolving issues

Justification through consequence: More time will lead to less chaos

Justification through analogy: More working hours may also tend to improve employee performance & efficient management in order to get the holidays again.

2. Problem: How to reduce obesity in our city? Solution: Our city should require all restaurants to post the calorie content of every menu item.

Justification through principle: Calorie count may lead a person to choose more wisely

Justification throuh consequence: People will make choices in accordance to their calorie intake of previous days/week to create a balance

Justification through analogy: Awareness leads to better management of own self.

3. Problem: How do we reduce mass shootings? Solution: Federal law should ban large ammunition clips for automatic weapons.

Justification through principle: The legal ban will lead to reduction of mass shootings

Justification through consequence: Absence of large ammunition clips for automatic weapons will lead to lesser possibility of mass shootings

Justification through analogy: Less weapons means less mass shooting

4. Problem: How do we reduce overcrowding in federal prisons? Solution: The federal government should legalize marijuana.

Justification through principle: Legalization will lead to lesser imprisonment

Justification throuh consequence: When the drug is legal, lesser people will be overcrowd the federal prisons

Justification through analogy: Legalization may also reduce breaking of law and order

5. Problem: How do we reduce our carbon footprint? Solution: The federal government should enact a substantially increased tax on gasoline.

Justification through principle: More taxation would reduce the demand & therefore the supply

Justification throuh consequence: Mindful usage may start taking place

Justification through analogy: Greater taxation will have a definite impact on consumption rate & therefore more efficient use.


Related Solutions

Directions: Solve the following problems, detailing and documenting the solutions. Additional instructions: For each problem, be...
Directions: Solve the following problems, detailing and documenting the solutions. Additional instructions: For each problem, be sure to include the (a) type of parametric or nonparametric testing being performed; (b) both null and research hypotheses; (c) critical value and test statistic; (d) p-value; and (e) both technical and contextual conclusions. 1. The back offices for the five department stores that anchor Pinelands Promenade Mall dispute whether or not they receive comparable treatment by mall management. In response, mall management hired...
The Problem Below are a series of problems you need to solve using recursive functions. You...
The Problem Below are a series of problems you need to solve using recursive functions. You will write a program that will read commands from an input file, with each command referring to one of the recursive problems to be executed. Each command will be followed (on the same line of input) by the respective parameters required for that problem. Implementation Each recursive function MUST have a wrapper function enclosing it where you will do input/output file processing as well...
The Problem Below are a series of problems you need to solve using recursive methods BY...
The Problem Below are a series of problems you need to solve using recursive methods BY using java . You will write a program that will read commands from an input file, with each command referring to one of the recursive problems to be executed. Each command will be followed (on the same line of input) by the respective parameters required for that problem. (15 points for main method) DescArrayCheck (15 points) Write a recursive method that checks whether an...
Series Solutions of Ordinary Differential Equations For the following problems solve the given differential equation by...
Series Solutions of Ordinary Differential Equations For the following problems solve the given differential equation by means of a power series about the given point x0. Find the recurrence relation; also find the first four terms in each of two linearly independent solutions (unless the series terminates sooner). If possible, find the general term in each solution. (1-x)y"+xy-y=0, x0=0
Series Solutions of Ordinary Differential Equations For the following problems solve the given differential equation by...
Series Solutions of Ordinary Differential Equations For the following problems solve the given differential equation by means of a power series about the given point x0. Find the recurrence relation; also find the first four terms in each of two linearly independent solutions (unless the series terminates sooner). If possible, find the general term in each solution. (4-x2)y"+2y=0, x0
Find a base of solutions. Try to identify the series as expansions of known functions. (...
Find a base of solutions. Try to identify the series as expansions of known functions. ( show details of your work) xy''+2y'+xy=0 INTENTIONALLY +XY
One of the proposed solutions to global warming is to grow a large number of trees....
One of the proposed solutions to global warming is to grow a large number of trees. This could be effective because trees provide shade so we need less airconditioning stabilize the soil so there is less erosion remove carbon dioxide via photosynthesis and other plants are the base of all ecological food chains. An organism that can use energy and inorganic substances to produce all the organic material it requires is a(an): Omnivore Heterotroph Producer Primary consumer Decomposer Decomposers: Obtain...
Directions: Complete each of the following problems. Be sure to show your work in order to...
Directions: Complete each of the following problems. Be sure to show your work in order to receive full or partial credit. Calculators are allowed along with 1 page (1 side) of notes any any necessary statistical tables. 1. (True / False) Estimating parameters and testing hypotheses are two important aspects of descriptive statistics. 2. (True / False) A statistic is calculated from a population and a parameter is calculated from a sample.   3. (True / False) Descriptive statistics include visual...
8. Find the solutions of the following initial value problems • x ''' + 6x ''...
8. Find the solutions of the following initial value problems • x ''' + 6x '' + 12x ' + 8x = 0, x(1) = −2, x' (1) = x '' (1) = 0 • x ^(5) + 4x^ (4) + 5x^ (3) = 0, x(0) = x ' (0) = x '' (0) = 1, x^(3) (0) = x^ (4) (0) =0
Find two solutions in Power Series for the differential equation (x - 1) and "+ 3y...
Find two solutions in Power Series for the differential equation (x - 1) and "+ 3y = 0 around the ordinary point x = 0.
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT