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PHYS 102 January 2020 Online, section Wicker (0005), Spring 2020

Module 1 - Experiment - Motion (Lab)

INSTRUCTOR

Katharine Wicker Embry Riddle Aeronautical University, FL

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Current Score

QUESTION

POINTS

1 2 3 4 5 6 TOTAL SCORE

3.86/100 3.9%

SUN, JAN 19, 2020 6:59 PM HST

Request Extension

Before beginning to work on this assignment, be sure that you have read Module 1 Â​ Motion and Module 1 Â​ Motion Â​ Instructions.

The experiment worksheet is linked here: Module 1 - Motion worksheet not from within the Instructions nor from within the Additional Materials.

WA allows three attempts to enter a correct answer/input for credit for each question/input. If your third attempt is incorrect, the question/input will receive no credit. When you enter an answer and click, “Submit for Testing,” a correct answer will receive a green check mark, and an incorrect answer will receive a red X.

Assignment Submission & Scoring

Assignment Submission

For this assignment, you submit answers by question parts. The number of submissions remaining for each question part only changes if you submit or change the answer.

Assignment Scoring

Your last submission is used for your score.

–/91.72 –/1.38 –/1.38 –/1.38 2.48/2.76 1.38/1.38

Due Date

Instructions

1. –/91.72 points ERAUColPhysMechL1 2.1.IL.001. My Notes Ask Your Teacher

1/16/20, 5:07 PMModule 1 - Experiment - Motion - PHYS 102 January 2020 Online, section Wicker (0005), Spring 2020 | WebAssign

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Use the exact values you enter to make later calculations.

Part I: Data

Part I: Questions

Complete Table 1. Record all data to three decimal places (e.g., 4.000 or 6.325 or 0.000). Do not include units in your answer.

Table 1

Initial Settings At (m)

Time (s)

Calculated Position (m)

Describe

20 0.00 Position (x) vs. Time graph

---Select---

40 Velocity (v) vs. Time graph

---Select---

50 Acceleration (a) vs. Time graph

---Select---

20 Position (x) vs. Time graph

---Select---

40 Velocity (v) vs. Time graph

---Select---

50 Acceleration (a) vs. Time graph

---Select---

x = 0.00 m v = 5.00 m/s a = 0.00 m/s2

x = 0.00 m v = 10.0 m/s a = 0.00 m/s2

Please include units in your answer.

• Use the correct unit abbreviation.

• Include a space between the value and the unit.

• To express exponents in your units, use a ^. For example, m/s2 would be m/s^2.

By observing the Position vs. Time graph in Step 2 of the instructions, what physical quantity does the slope of this line correspond to?

velocity (speed)

By observing the Position vs. Time graph in Step 2 of the instructions, what is the value of the slope of this line?

By observing the Velocity vs. Time graph in Step 3 of the instructions, what physical quantity does the slope of the line correspond to?

acceleration

By observing the Velocity vs. Time graph in Step 3 of the instructions, what is the value of the slope of this line?

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Part II: Data

Part II: Questions

Complete Table 2. Record all data to three decimal places (e.g., 4.000 or 6.325 or 0.000). Do not include units in your answer. Table 2

Initial Settings At (m)

Time (s)

Calculated Position

(m)

Calculated Velocity

(m/s)

Describe

20

Position (x) vs. Time graph

---Select---

40

Velocity (v) vs. Time graph

---Select---

50

Acceleration (a) vs. Time graph

---Select---

20

Position (x) vs. Time graph

---Select---

40

Velocity (v) vs. Time graph

---Select---

50

Acceleration (a) vs. Time graph

---Select---

I observed that as time increased, the velocity vector decreased in length. True

False

I observed that as time increased, the acceleration vector stayed the same length. True

False

x = 0.00 m v = 0.00 m/s a = 1.00 m/s2

x = 0.00 m v = 0.00 m/s a = 2.00 m/s2

Please include units in your answer.

• Use the correct unit abbreviation.

• Include a space between the value and the unit.

• To express exponents in your units, use a ^. For example, m/s2 would

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Part III: Data

Part III: Questions

be m/s^2.

By observing the Velocity vs. Time graph in Step 2 of the instructions, what physical quantity does the slope of this line correspond to?

---Select---

By observing the Velocity vs. Time graph in Step 2 of the instructions, what is the value of the slope of this line?

By observing the Acceleration vs. Time graph in Step 3 of the instructions, what is the numeric value of the slope of this line? Do not enter units for this answer.

By observing the Acceleration vs. Time graph in Step 3 of the instructions, what is the value of the acceleration (a) of this graph?

Complete Table 3. For this part of the data entry, record all data to the nearest whole number. Do not include units in your answer. Table 3

Initial Settings

Readings from the Graphs

DescribeDistance (m)

Time (s)

Velocity (m/s)

Acceleration (m/s2)

Position (x) vs. Time graph ---Select---

Velocity (v) vs. Time graph ---Select---

Acceleration (a) vs. Time graph ---Select---

x = 0.00 m v = 10.0 m/s a = −2.00 m/s2

Please include units in your answer.

• Use the correct unit abbreviation.

• Include a space between the value and the unit.

• To express exponents in your units, use a ^. For example, m/s2 would be m/s^2.

What is the value of the acceleration?

Describe what happens to the velocity vector as the car goes forward and then returns to 0.00 m. The velocity vector decreases until it gets to 25 m; it then changes direction and increases to the left.

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Show My Work (Optional)

A car starts at position with an initial velocity of 3.8 m/s and an acceleration of 0 m/s2. What is its position when the elapsed time is 6.5 s? (Please be sure to include units in your answer. Express your answer to one decimal point.)

61.8

Show My Work (Optional)

The velocity vector increases until it gets to 25 m; it then changes direction and decreases to the left.

The velocity vector decreases until it gets to 25 m; it then changes direction and decreases to the left.

The velocity vector does not change length.

From the Position vs. Time graph, read the furthest distance the car reaches from the starting point.

From the Position vs. Time graph, what is the time that the car reaches this furthest distance?

Using the time you found in the previous question and looking at the Velocity vs. Time graph, what is the velocity at this time?

Using the time you found above and looking at the Acceleration vs. Time graph, what is the acceleration at this time?

Considering your last two answers, is it possible for an object to have zero velocity while at the same time having a nonzero acceleration?

Yes

No

x = 0,

2. –/1.38 points ERAUColPhysMechL1 2.1.POST.001. My Notes Ask Your Teacher

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A car has an initial position of an initial velocity of 0 m/s, and a constant acceleration of 2.3 m/s2. What is its position when the time is 3.6 seconds? (Please be sure to include units in your answer. Express your answer to one decimal point.)

Show My Work (Optional)

A car has an initial position of an initial velocity of 0 m/s, and a constant acceleration of 4.0 m/s2. What is its velocity when the time is 5.5 seconds? (Please be sure to include units in your answer. Express your answer to one decimal point.)

Show My Work (Optional)

The figure shows a distance vs. time graph of an object with three distinct regions: I, II, and III.

(a) In the figure, the object's velocity is zero in the following region(s). (Select all that apply.)

x = 0 m,

x = 0 m,

3. –/1.38 points ERAUColPhysMechL1 2.1.POST.002. My Notes Ask Your Teacher

4. –/1.38 points ERAUColPhysMechL1 2.1.POST.003. My Notes Ask Your Teacher

5. 2.48/2.76 points Previous Answers ERAUColPhysMechL1 2.1.POST.004.

My Notes Ask Your Teacher

1/16/20, 5:07 PMModule 1 - Experiment - Motion - PHYS 102 January 2020 Online, section Wicker (0005), Spring 2020 | WebAssign

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Correct! (b) In the figure, the object's acceleration is negative in the following region(s). (Select all that apply.)

Correct!

Show My Work (Optional)

I

II

III

none of the above

I

II

III

none of the above

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The figure shows a distance vs. time graph of an object.

In the figure, the velocity of the moving object is zero.

constant (but not zero).

increasing.

decreasing.

not determinable.

Show My Work (Optional)

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6. 1.38/1.38 points Previous Answers ERAUColPhysMechL1 2.1.POST.005.

My Notes Ask Your Teacher

JUS-640 Topic 1 Crime Pattern Chart

Scoring Guide

Assignment Instructions:

Create a chart analyzing crime patterns.

Look at the seven types of crime patterns in Chapter 9 of the textbook.

Research crimes (preferably in the local news). Select crime stories that correspond to each of the crime patterns.

Grading Criteria

Points

Comments

Explain how each crime fits that specific crime pattern type; cite sources to support analysis.

0/20

How could the information about the crime, as well as what you know about the crime pattern, be used to solve the crime? If a crime in the stories has already been solved, how was the information about the crime and the crime pattern used to solve it?

0/20

What kind of leads can you deduce from each one of the crimes?

0/15

If any of the stories you are analyzing involve multiple crimes, what common characteristics do they share?

0/10

Be sure to cite three to five relevant scholarly sources in support of your content. Use only sources found at the GCU Library, government websites, or those provided in Topic Materials.

0/15

While APA style is not required for the body of this assignment, solid academic writing is expected, and in-text citations and references should be presented using APA documentation guidelines, which can be found in the APA Style Guide, located in the Student Success Center.

0/10

Total

0/90

©2018. Grand Canyon University. All Rights Reserved.

Types of Patterns

As discussed in Chapter 3, a crime pattern is a group of two or more crimes reported to or discovered by the police that is treated as one unit of analysis because (1) the crimes share one or more key commonalities that make them notable and distinct, (2) there is no known relationship between victim and offender, and (3) the criminal activity is typically of limited duration (IACA, 2011b). The International Association of Crime Analysts (2011b) categorizes crime patterns into seven main types, both to structure the identification of patterns and to provide a common language for communication about patterns within police departments and their communities. The following are definitions of the seven types according to the IACA (2011b, pp. 3–4):

Series is a group of similar crimes thought to be committed by the same individual or group of individuals acting in concert. Examples: Four commercial arsons citywide in which a black male between the ages of 45 and 50 wearing yellow sweatpants, a black hooded sweatshirt, and a yellow “Yankees” cap was observed leaving the commercial structures immediately after the fire alarm was triggered; five home invasion–style robberies involving two to three white males in their 20s wearing stockings over their faces, displaying a silver, double-barreled shotgun, and driving a red 2000 to 2010 Honda Civic.

Spree is a specific type of series characterized by high frequency of criminal activity within a remarkably short time frame, to the extent that the activity appears almost continuous. Examples: A rash of thefts from autos at a parking garage over the course of 1 hour; multiple apartments in a high-rise building burglarized during daytime hours on a single day.

Hot prey refers to a group of crimes, committed by one or more individuals, involving victims who share similar physical characteristics and/or engage in similar behavior. Examples: five home invasion robberies of new immigrant Asian families occurring throughout the city over 6 weeks; seven fraudulent check scams targeting elderly victims over 1 week; 10 robberies, committed by different offenders, of intoxicated persons walking home alone from the bars on the weekend over 2 months.

Hot spot refers to a group of similar crimes committed by one or more individuals at locations within close proximity to one another (IACA, 2011b); it is also called a micro-time hot spot (Santos & Santos, 2015d). It is important to more clearly differentiate micro-time hot spots from long-term or macro-time hot spots (i.e., problem areas) since the micro-time hot spot is the most common type of pattern identified by crime analysts. Thus, a micro-time hot spot is the emergence of several closely related crimes within a few minutes’ travel distance from one another (i.e., micro-place) that occurs within a relatively short period of time (i.e., micro-time)—a crime “flare-up” (Santos & Santos, 2015c). Examples: four daytime burglaries over the past 2 weeks at a suburban residential subdivision, with no notable similarities in method of entry or known suspects; 10 commercial burglaries over the course of 3 weeks at businesses located within a 0.5-mile radius during overnight hours.

Hot setting refers to a group of similar crimes committed by one or more individuals that are primarily related by type of place where the crimes occurred. Examples: seven late-night robberies of 24-hour convenience stores throughout the city by different offenders over 2 weeks; five burglaries of duplex homes adjacent to the same abandoned railway bed over a single weekend; 10 thefts from commercial vans/trucks parked at night in residential neighborhoods over 3 weeks.

Hot place refers to a group of similar crimes committed by one or more individuals at the same location. Examples: a local movie theatre that has experienced 10 thefts from auto, three incidents of graffiti on the building, and two strong-arm robberies in the parking lot over the course of 1 month; an apartment community that has experienced two stranger-on-stranger sexual assaults, one drug-related shooting, and five residential burglaries within 3 weeks.

Hot product refers to a group of crimes committed by one or more individuals in which a unique type of property is targeted for theft. Clarke (1999) coined this term, defining hot products as “those consumer items that are most attractive to thieves” (p. 23). Examples: four thefts of handguns taken out of vehicles at residential and commercial places in 2 weeks; 15 burglaries of vacant homes and construction sites in which only copper wiring and piping was taken over 6 weeks; 10 thefts of laptops and smartphones occurring across one college campus during the first month of school.

It is important to note that these pattern types are not mutually exclusive (i.e., a pattern can be more than one type). However, when deciding which to assign to a pattern of crimes, the type with the most specificity should be chosen. For example, if a pattern is identified in which the same suspect is robbing convenience stores, it is both a series and a hot setting. The analyst would title it as a series because that title provides more specific information about the pattern in that the same suspect is more specific than the same type of place

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