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Question 29 (Multiple Choice Worth 4 points)

(5.01 MC) <object:standard:ma.912.g.3.1>
 
Which statement best compares a square and a rhombus?

[removed] A rhombus has all angles equal to 90° but a square has opposite angles equal.

[removed] A rhombus has diagonals which are unequal but a square has diagonals which are equal.

[removed] A rhombus has equal diagonals but a square has unequal diagonals.

[removed] A rhombus has non perpendicular diagonals but a square has perpendicular diagonal.

 

 

Question 30 (Multiple Choice Worth 4 points)

(4.02 MC) <object:standard:ma.912.t.2.1>
 
A lamp post, CAB, bent at point A after a storm. The tip of the lamp post touched the ground at point C, as shown below. 
 
Triangle ABC has measure of angle C equal to 60 degrees, measure of angle ABC equal to 90 degrees, and length of BC equal to 14 feet.
 
What is the height, in feet, of the portion AB of the lamp post?

[removed] 14 by cos 60 degrees. 

[removed] 14 tan 60°

[removed] 14 by tan 60 degrees. 

[removed] 14 cos 60°

 

 

Question 31 (Multiple Choice Worth 4 points)

(4.04 MC) <object:standard:ma.912.g.5.3>
 
 
Look at the figure.
 
A right triangle KLM is shown.  A segment from K touches LM at point N and is at right angles with LM. KN measures 10 inches. Angle KML measures 30 degrees.
What is the length of segment KM?

[removed] 14.1 inches

[removed] 17.3 inches

[removed] 10 inches

[removed] 20 inches

 

 

Question 32 (Multiple Choice Worth 4 points)

(3.02 LC) <object:standard:ma.912.g.4.4>

The figure below shows triangle MNO congruent to triangle PQR.
 
Two triangles MNO and PQR are drawn. Measure of angle OMN is equal to the measure of angle RPQ, the measure of angle MONis equal to the measure of angle PRQ. The length of side MO is 3 cm, length of PR is 3 cm and the length of RQ is 4 cm
 
Which of the following is correct? 

[removed] The length of MN is equal to 3 cm.

[removed] The length of NO is equal to 3 cm.

[removed] The length of NO is equal to 4 cm.

[removed] The length of MN is equal to 4 cm.

 

 

Question 33 (Multiple Choice Worth 4 points)

(4.03 MC) <object:standard:ma.912.t.2.1>

The picture shows a box sliding down a ramp.
 
A right triangle ABC has measure of angle ABC equal to 90 degrees and measure of angle ACB equal to 68 degrees. The length of AB is 14 feet
 
What is the distance, in feet, that the box has to travel to move from point A to point C?

[removed] 14 sin 68°

[removed] 14 cosec 68°

[removed] 14 by sec 68 degrees

[removed] 14 by cot 68 degrees

 

 

Question 34 (Multiple Choice Worth 4 points)

(5.05 HC) <object:standard:ma.912.g.3.3>
A quadrilateral KLMN is drawn on a coordinate grid as shown below.
 
Quadrilateral KLMN is shown. The coordinates of the vertices are K(1, -3), L(1, 2), M(5, 2), and N(7, -3)

Troy will draw a quadrilateral PQRS similar to quadrilateral KLMN. The length of PQ should be 10 and P should be located at point (2, -5) . At which points will vertices Q and R be located?

[removed] Q(2, 5) and R(10, 5)

[removed] Q(11, 12) and R(15, 12)

[removed] Q(2, -5) and R(14, 5)

[removed] Q(5, 2) and R(5, -10)

 

 

Question 35 (Multiple Choice Worth 4 points)

(2.01 LC) <object:standard:ma.912.g.4.1>

Which statement is true for an equilateral triangle?

[removed] It has exactly two sides of the same length.

[removed] It has all angles measuring 60°.

[removed] It has one angle measuring 90°.

[removed] It has all three sides of different lengths.

 

 

Question 36 (Multiple Choice Worth 4 points)

(5.03 LC) <object:standard:ma.912.g.3.2>
 
Which statement is true about a rhombus and a rectangle?

[removed] Both have four right angles.

[removed] Both have exactly one pair of sides parallel.

[removed] Both have mutually bisecting diagonals.

[removed] Both have diagonals forming right angles.

 

 

Question 37 (Multiple Choice Worth 4 points)

(1.04 MC) <object:standard:ma.912.g.1.3>

Look at the figure.
 
EH and FG are parallel lines. A transversal AD intersects EH at B and FG at C. Angle EBD is 3x + 10 and angle DCG measures 80 degrees.
 
What is the value of x?

[removed] 20

[removed] 70

[removed] 30

[removed] 90 
 

 

 

Question 38 (Multiple Choice Worth 4 points)

(4.02 MC) <object:standard:ma.912.t.2.1>

The figure shows a triangular piece of cloth.
 
Triangle ABC has angle ABC equal to 90 degrees and angle BAC equal to 38 degrees. Length of AC is 5 inches
 
What is the length of the portion BC of the cloth?

[removed] 5 cos 38°

[removed] cos 38 degrees by 5

[removed] sin 38 degrees by 5

[removed] 5 sin 38°

 

 

Question 39 (Multiple Choice Worth 4 points)

(5.02 MC) <object:standard:ma.912.g.3.1>
 
Which statement is true about a parallelogram and a kite?

[removed] A parallelogram and a kite have opposite pairs of sides parallel

[removed] A parallelogram has opposite sides congruent and a kite has adjacent sides congruent.

[removed] A parallelogram and a kite have adjacent sides that are congruent.

[removed] A parallelogram has exactly one pair of parallel opposite sides and a kite has no parallel sides.

 

 

Question 40 (Multiple Choice Worth 4 points)

(2.05 MC) <object:standard:ma.912.g.4.2>

Look at the triangle KLM with O as its circumcenter.
 
Triangle KLM is drawn. Two segments; ON that is perpendicular to KM and bisects KM is drawn, and OP that is perpendicular to KL and bisects KL is drawn
 
Which line segment will pass through point O in the triangle KLM?

[removed] The perpendicular drawn from angle M on segment KL.

[removed] The line segment bisecting angle KML.

[removed] The line segment from angle K that is perpendicular to segment ML. 
 

[removed] The perpendicular bisector of segment ML.

 

 

Question 41 (Multiple Choice Worth 4 points)

(4.04 MC) <object:standard:ma.912.g.5.3>

The picture shows a portion of an irrigation system for a farm. LM is the main water pipe. 

Triangle KML has the measure of angle MKL equal to 90 degrees, angle KLM equal to 60 degrees, and length of KM equal to 11 feet
 
What is the length of the main water pipe LM?

[removed] 19.1 feet 
 
 

[removed] 12.7 feet

[removed] 5.5 feet

[removed] 6.4 feet

 

 

Question 42 (Multiple Choice Worth 4 points)

(4.03 MC) <object:standard:ma.912.t.2.1>

The height of a cell phone tower, AB, is 280 feet. 
 
Triangle ABC has measure of angle ABC equal to 90 degrees, measure of angle BAC is 50 degrees and length of AB is 280 feet
 
What is the distance, in feet, between the tip of the tower A and a point C on the ground?

[removed] 280 sec 50°

[removed] 280 by cosec 50 degrees

[removed] 280 by tan 50 degrees

[removed] 280 sin 50°

 

 

Question 43 (Multiple Choice Worth 4 points)

(3.02 MC) <object:standard:ma.912.g.4.4>
 
The two triangles shown below are congruent.

Two triangles ABC and MNO are shown. For triangle ABC, AC has length 2 cm, BC has length 3cm, AB has length equal to 2 multiplied by x minus 1 cm. For triangle MNO, MO has length 2 cm, NO has length 3 cm, MN has length x plus 2 cm. Measure of angle ACB is equal to measure of angle MON is equal to 30 degrees
 
What is the value of x?

[removed] 2

[removed] 5

[removed] 1

[removed] 3

 

 

Question 44 (Multiple Choice Worth 4 points)

(3.04 LC) <object:standard:ma.912.g.4.5>
Look at the triangle shown below.
A triangle PQR is shown.DE is a segment joining point D on the side PQ and point E on the side QR.DE is parallel to PR.PQ has length 18 cm, PR has length 6 cm, DE has length 4 cm
What is the length of the segment PD?

[removed] 10 cm

[removed] 4 cm

[removed] 6 cm

[removed] 12 cm

 

 

Question 45 (Multiple Choice Worth 4 points)

(1.01 HC) <object:standard:ma.912.g.8.1>

Look at the planes ABCD and EFGH shown below.
 
Two planes ABCD and EFGH are shown. They intersect in the middle. P is the midpoint of side EF and Q is the midpoint of side DC.
  
Which statement is true about the two planes?

[removed] There is only one segment labeled PQ along which they intersect.

[removed] They intersect at exactly two fixed points.

[removed] There are two segments along which they intersect.

[removed] They intersect at a single point.

 

 

Question 46 (Multiple Choice Worth 4 points)

(2.02 MC) <object:standard:ma.912.g.4.1>

As part of constructing an isosceles triangle, Gail drew a line segment and plotted one vertex of the triangle on the line segment. With this vertex as the center, Gail drew an arc to create a 180 degree angle. How can Gail ensure that the two other points she plots will be the remaining two vertices of an isosceles triangle?

[removed] Construct a perpendicular line and plot one point on the perpendicular line and the other inside the arc.

[removed] Plot both the points on the arc.

[removed] Plot both the points on the line segment.

[removed] Plot one point on the arc and the other beyond the arc.

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  • What are some safeguards that you think could be put into place to reduce fear among individuals and groups who oppose identifiable health data collection?
  • Do the benefits of confidential health data collection outweigh the risks? Why or why not?
  • What, according to you, is the purpose of HITECH?
  • What are the new notification requirements? Do you feel these are sufficient? Why or why not?
  • What possible HIPAA violations could occur with portable PHI?
  • What strategies should be put into place to make sure these violations do not occur?
  • What are the requirements that a covered organization must take in order to be in compliance with HIPAA?

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M1A2: Discussion—Cost Accumulation System

When companies accumulate costs, they generally use either a job-order or a process costing system. The type of system used often varies based on the type of product or service provided.

Using the module readings, Argosy University online library resources, and the Internet, locate an article on how a company utilized a cost accumulation system.

Respond to the following:

  • Identify and describe the type of cost accumulation system that was used.
  • Explain how the system was used and, specifically, how overhead was allocated.
  • Discuss how the use of cost accumulation enhanced the company’s operations.

Support your responses with reasons and examples. Examples and reasoning must be included to demonstrate your understanding. 

Write your initial response in 3–4 paragraphs. Apply APA standards to citation of sources.

 review and comment on at least two peers’ responses.

Do the following when responding to your peers:

  • Read all posts from your peers.
  • Explain how their experiences differ from yours.
  • Provide substantive comments by contributing new, relevant information or quotes from course readings, Web sites, or other sources; building on the remarks or questions of others; or sharing practical examples of key concepts from your experiences, professional or personal.
Assignment 2 Grading Criteria
Maximum Points

Initial response:

  • Was insightful, original, accurate, and timely.
  • Was substantive and demonstrated advanced understanding of concepts.
  • Compiled/synthesized theories and concepts drawn from a variety of sources to support statements and conclusions.
16

Discussion response and participation:

  • Responded to a minimum of two peers in a timely manner.
  • Offered points of view supported by research.
  • Asked challenging questions that promoted the discussion.
  • Drew relationships between one or more points in the discussion.
16

Writing:

  • Wrote in a clear, concise, formal, and organized manner.
  • Responses were error free.
  • Information from sources, where applicable, was paraphrased appropriately and accurately cited.
8
Total:
40

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What is the are of an equilateral triangle when the base is x

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I need someone to work on an assignment that our tutor gave us. Please watch the match between AC milan and Barcelona and write a two page paper on the best player during the match and how the skills that the player used.

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Phase 3 Individual Project

 

Deliverable Length: 600-800 words

 

Details:

 

Weekly tasks or assignments (Individual or Group Projects) will be due by Monday and late submissions will be assigned a late penalty in accordance with the late penalty policy found in the syllabus. NOTE: All submission posting times are based on midnight Central Time.

 

 

 

There are many examples of how the actions of a company have negatively affected consumers. Product recalls, bans, and warning labels have helped to protect consumers and companies are focusing more today on social responsibility. Examine why has there been such a relatively high number of these incidences and what companies can do to protect consumers.

 

 

 

Assignment Guidelines:

 

•What legal and ethical responsibilities do companies have to their customers?

 

•Cite and discuss in detail two cases in which a company endangered customers because of the manufacture or design of their products. How did the company address the issue?

 

•What consequences did the companies in the cited cases face and were these consequences warranted? Why or why not?

 

 

 

Compose your findings in a Word document and be sure to cite your sources.

 

 

 

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Assignment 1: Budgeting with Real Options

A capital investment project that generates new opportunities is more valuable than one that doesn’t. A flexible project, one that does not commit management to a fixed operating strategy is more valuable than an inflexible one. When a project is flexible or generates new opportunities for the company, it is said to contain real options.

In this assignment, you are to discuss the budgeting implications of different option strategies and the cost-benefit issues associated with such decisions.

  • Why might recognizing a real option raise but not lower a project’s net present value (NPV) as found in a traditional analysis?
  • Why do we tend to underestimate NPV when we ignore the option to abandon?
  • What do you suggest as a cost-effective approach to capital budgeting analysis when a project contains real options. 

Write a one-page memo in which you explain the answers to any two of the three questions.  Post your memo in the discussion forum and solicit feedback from your classmates.

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Thread: First, review the lecture about the structure of the Republican Party in Virginia as an example. Select 1 of the major parties in your state to study. Because this was already discussed in the presentation, do not base your discussion on the Republican Party of Virginia. If you live in Virginia, you may examine the Democratic Party of Virginia or you may adopt another state and study its party structure. For example, a Virginia resident could study the Republican Party of North Dakota or Missouri, or any other state except Virginia.

Second, locate the website for your political party. Use a search engine to find the address. If you are unsuccessful, contact an elected official of that party and ask for help in locating it. Once you have located the party website, determine how much you can learn from it.

Third, collect the information to answer the following questions. What is the structure of the state party? Does the website contain the legal document governing the party similar to the Party Plan of the Republican Party of Virginia? How does the party choose its state officers? How is the party organized locally? How can an interested person become a member of the local party committee? What other types of information are contained in the website? If the website does not have sufficient information, a phone call to a member of the local party can provide this information. You can obtain the names of local party officials from state party headquarters.

Fourth, organize this information into an essay and submit it. Include the correct citation of the party’s website.

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  • Explain in your own words what the meaning of domain is. Also, explain why a denominator cannot be zero.
  • Find the domain for each of your two rational expressions.
  • Write the domain of each rational expression in set notation (as demonstrated in the example).
  • Do both of your rational expressions have excluded values in their domains? If yes, explain why they are to be excluded from the domains. If no, explain why no exclusions are necessary. 
  • Incorporate the following five math vocabulary words into your discussion. Use bold font to emphasize the words in your writing (Do not write definitions for the words; use them appropriately in sentences describing your math work.):
    • Domain
    • Excluded value
    • Set
    • Factor
    • Real numbers

Your initial post should be at least 250 words in length. Support your claims with examples from required material(s) and/or other scholarly resources, and properly cite any references. Respond to at least two of your classmates’ posts by Day 7. Is their work for similar to your own? Did they factor and cancel correctly? Are their answers in lowest terms?

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  1. Describe the difference between weak-sense and strong-sense critical thinkers. (100 words)

     

  2. Interpret the five characteristics of a well-cultivated thinker. (100 words)

     

  3. Explain your own ideas about what critical thinking is. ( 100 words)

     

  4. Analyze the most common way that you waste time, and lay out steps that show how you can combat this tendency. (100 words)

     

  5. Explain a recent assumption you made that you should not have made. How does this relate to concepts in the textbook? (100 words)

     

  6. Identify a time where you, someone you know, or a group of people have displayed sociocentrism or egocentrism. Explain how the people acted, as well as the improper thinking that led to these actions. Finally, explain what could have been done differently and list some specific ways that these forms of thought can be eliminated from one’s life. Your explanations should have reasons that support them. (100 words)

     

  7. Describe why you think that Paul and Elder include the examples of Einstein and Darwin. How do these examples differ from what we are normally taught about the best thinkers? (100 words

     

  8. Please identify at least three of the intellectual virtues, and describe the differences between the virtues and their corresponding vices. From your own experience, present an example of the virtue or vice from each of the pairs you explain. (550 words)

     

  9. Describe the first four stages in the development of the critical thinker. Define dogmatic absolutism and subjective relativism, and explain how these are traps to the beginning thinker. Finally, present an example from your own experience that relates to one of the stages in the development of the thinker. (550 words)

     

    This is the book I need as one of the reference along with any other references:

    Paul, R., & Elder, L. (2012). Critical thinking: Tools for taking charge of your learning and your life (3rd ed.). Upper Saddle River, NJ: Prentice Hall.

 

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