Michael Gross

William Paterson University

Integrating Technology in the Classroom

Spring 2006

 

 

 

RESEARCH/ REVIEW

CREATE

PARTICIPATE

 

REFLECT

 

PRESENT/ SHARE

Media Review

 

Curriculum Project

IN CLASS/ ONLINE

Reading Reflections

Presentation of the portfolio –

 

Include your resume – (optional)

Terminology Test/ Response

Proposal

Outline/ Draft

 

E- Journals

Curriculum Project

Online / WEB

Resources

Assessment Strategy/ Rubric

 

resume

 

rubric

rubric

 

Teaching/ Technology Philosophy

 

 

 

Introduction

This is a gathering of all the work that I have gathered during my Technology course Spring 2006.

http://www.state.nj.us/njded/profdev/profstand/standards.pdf

 


Teaching Philosophy

In order for children to learn it must be easy for them to keep interest in what is being taught. As I look back at my childhood I can say that I definitely took everything for granted. I was always acting up and misbehaving in school and at home. It was as if I had all the energy in the world, but I never wanted to use that energy to learn. I was very bright, however I hurt myself by not applying myself. When it came to my life, education always took a back seat to everything else. All my extra energy was put into sports and socializing. I rarely did homework; most of my learning came directly from teachers and their lessons. I was interested in class and I learned very well through absorbing what went on in the class. I was able to maintain over a 3.0 grade point average in a schedule that included many advanced placement courses. I never had the drive to be the best student in class, however, I definitely had the potential. I found that if I applied myself A’s were easily obtainable, but I preferred to not study and take a B to allow myself more time to socialize.

I set such high standards for myself that second place was not an option when it came to athletics. I needed to be the best when it came to sports. By my senior year I accumulated eight varsity letters, several all-league and all county awards, and a state championship. I went to high school to play football, baseball, and ski race. Needless to say I enjoyed all the benefits that came along with them. Both my parents taught at the high school that I played varsity athletics for, meaning I got some special privileges. While every other senior had to share a parking spot I got my own, I never served a detention, and I basically got away with things that no other student would have. My parents never asked to get me out of trouble instead I never got into trouble because of who my parents were.

While the advantages of having my parents teach at my high school sounds great there were also some disadvantages. I never had to connect consequences to my actions this is because in high school there never were consequences for any action. High school became my own little universe, my own protective bubble that shielded me from the outside world. In the real world punishment fits the crime and it took the next four years of my college career for me to realize that. I began to see that education takes work both in and out of the classroom and that my athletic ability was not great enough to make a living.

I cruised through my first couple of years at Muhlenberg doing okay in school however, those were mostly introductory courses. As the classes got harder and the workload increased I began to fall behind and so did my grades. I felt as if I was always playing catch up and cramming at the last minute. Then at the end of my fall semester of my senior year my cousin Ryan passed away. I had to leave school for about a week to handle my family matters and when I returned it was the end of the semester I just could not catch up. Ryan and I were close and his death hit me hard.  I was behind to begin with and this destroyed any chance I had at salvaging the semester. Being that it was in the semester I was unable to drop the classes and my grade point average took a serious drop. Ryan’s death caused me a great deal of depression, but fortunately I had the winter break to help deal with the pain.

During that month I learned a great deal about myself and what I am aspiring to be. I went back for my spring semester senior year with the determination to be an excellent student and my grades significantly improved. Due to the terrible fall semester in my senior year I needed to attend one more semester at Muhlenberg. As I went back for my ninth semester I was more dedicated to my studies than ever before. With that extra determination I not only completed the courses I needed to graduate I had the best semester of my college career.

Once I received my Bachelor of Science degree in Mathematics I knew there was only one profession I wanted to pursue. I want to be a teacher. I have known this for several years and have been substituting for the past three years. There was only one problem, my undergraduate grade point average was to low to attempt the alternate route for teacher certification in New Jersey. So now I am currently enrolled in The William Paterson University graduate program with hopes of entering the teacher certification program and I substitute teach everyday. With a degree in Mathematics and a Praxis score of 175 I should have my certificate to teach mathematics in New Jersey in about a year and a half.

I am excited each night before I go to bed because I know that when I wake up I am one day closer to becoming a teacher. I feel it is good experience that I substitute teach everyday but at the same time it is not my own classroom. As a substitute I enter another teacher’s classroom and I fill in for them. I want my own students, classroom, curriculum, and my own lessons. I want to use my energy and beliefs to help inspire students to learn mathematics. Even as a substitute teacher I try to bring a positive energy to the classroom. It is very important to show students how much I want to be there and it might just help them to want to be there as well. When I substitute it is usually as a math teacher. Some of the most common things I hear from the students are, "I’m not good at math," or "I’m not a math person." I understand that people have their strengths and weakness, but I feel that somewhere along the line they must have had a math teacher that did not inspire them. Once a student has lost interest in math it is common for them to fall behind as the curriculum moves forward, in turn the student falls further and further behind. That is why I believe in providing ample time after school that students can come to me for extra help. Sometimes students need one on one attention in order to see certain processes in math.

One of my goals as a teacher is to keep the classroom alive, I plan on doing this by walking around and involving as many students as possible. I feel the students should want to come to class just to see what I am going to do each day. I know from experience that a student can be looking you right in the eye while you are speaking and not be listening to a word being said. Teachers need to involve students by asking questions to as many of them as possible. It is also imperative that teachers praise correct answers to the questions without completely dismissing incorrect answers. A good teacher wants the students to think about the question at hand, not worry about embarrassment because of a wrong answer.

It is the teacher’s responsibility to keep the students coming back for more. I remember when I was a high school student that sometimes I was just not in the mood for the same lectures day after day. One way to avoid that is through the use of group work and assignments. Utilizing group work is very effective when teaching mathematics. A student might not understand the way in which I explain something but they may pick it up from one of their peers. Sometimes students relate better to a point of view that is closer to their own. I also believe in utilizing group work because in the “real world” group work is everywhere. The world revolves around dealing with other people. Developing people skills is essential in high school because while not everyone will use higher-level mathematics after high school everyone will utilize people skills.

Another way I plan on keeping the interest of students in my class is by utilizing real world situations. If I can relate math to situations that they can more easily recognize math becomes easier. For the students who like to shop I use what I call "mall math" skills. When I substitute teach in a mathematics classroom I try to use the mall as an example to explain certain math problems. For example when multiplying I ask questions like, "If you were going to buy three pairs of jeans for forty-two dollars each, how much would the total be?" It is surprising at how much quicker they find the answer! Or if I am trying to teach percentages, computing sale price gets students thinking much quicker. For example, “Express is having a fifty percent off sale on all shirts. If a shirt cost twenty dollars and I want to buy six shirts, how much would the total be?” High school students today can solve math problems quicker when they involve money. “Which one [teacher] stands out in you memory? The math teacher who taught you not only the intricacies of numbers but also the practicalities of balancing a checkbook and figuring out the discount at a sale.”(Draper, 9)

I plan on including advanced technology in my curriculum. In the past couple of years there have been huge developments in technology that have turned tedious problems into a push of a button on a calculator. New technological developments come out each year making complex mathematical problem easier allowing mathematicians to push the limits of mathematics. By teaching mathematics along with the most recent technology students are ahead of the people who do not have the technological background.

The most important aspect in teaching high school students is commanding their respect. As a teacher you must respect yourself, be well dressed and present yourself well. This will help bring enthusiasm to your class. If a teacher does not look creditable or interested in their own lesson how can they expect the students to show any interest? A teacher must have respect for every student. If a teacher treats a student with respect more often than not, the student will treat the teacher with equal respect. A classroom should have boundaries; teachers should be friendly with students however the teacher must be in charge. Teachers and students should know and respect each other’s place in the school community, “A good teacher knows lots of dirty jokes but only tells the clean ones to make you laugh.”(Draper, 10) Teachers must also respect their fellow teacher and the school in which they teach. In order for a healthy learning environment there must be a respect for the school. Rooms should be decorated tastefully and educationally without overdoing it. It takes very little to distract students and by not overdoing it may help keep students on task.

Finally, I understand that America is composed of many different races and cultures. I also know that mathematics is the same all over the world. Two plus two will always equal equals four, though the fundamentals will always be the same it is the way in which a teacher teaches that is important. A teacher must look to expand the cultural knowledge of students in their classroom. I was raised in a household that is open to all peoples. I might have grown up in a mostly white, upper-class society but I was educated to love all races and cultures. When I view any classroom that I teach in, I see everyone as a student and I attempt to teach towards his or her interests. I do not look to differentiate between races and cultures however I look to incorporate them into my curriculum. My goal is to educate an individual about the real world. If that takes changing names in textbooks or addressing cultural differences into my lessons I support that one hundred percent. My job is to teach mathematics and however I can get that across to my students is my first priority. I want every student in my class to understand my lesson. It is my job to address what will make my student learn the most. I also have the responsibility to incorporate cultures that are not included in my class in order to expand my student’s knowledge of the changing world around them. I hope I can educate my students the same way in which my parents educated me; accepting of all peoples and all cultures. Math is not changing, but the way individuals perceive each other is. I as a teacher will do all that I can to keep my classrooms perception open to all cultures.       

In conclusion my educational philosophy focuses on keeping the students as interested in the subject manner by any means possible. I understand that sitting in a math classroom is probably the last place a teenager wants to be, but my goal is to show them it can be fun with a little bit of effort. By showing them just how much fun I have doing mathematics maybe I can spark and interest in them. “A good teacher makes you have so much fun you don’t know you’re learning, and then when you’ve learned it, you realize it wasn’t hard at all.”(Draper 11) Learning mathematics helps people develop logic and problem solving skills that businesses look for. My job as a teacher is to relay that information to as many people as possible. Ultimately I want to help students get better SAT scores and help them get in an exceptional college.

 

 

Reading Reflections

 

            I have found in my classroom the use of my overhead is very useful. It allows me the ability to stay facing the class as well as project my work for the whole class to see. Allows me the opportunity to have students post their work and easily assist group discussions. I have also found additional technology that allows me to project my Ti-83 on the board. This item greatly increases the impact of my calculator based lessons.

            I have found the new Ipods to be a very useful teaching tool. The new Ipod are built as portable storage devises. I can easily bring my lesson plans and grades to and from work and carry very little while keeping my life extremely organized! However I would never let my students see me rocking out during school!

Resume

Michael John Gross

Education

 

2005-present                     William Paterson University                    Wayne, New Jersey

Continuing Graduate Studies and pursuing Teaching Certification

 

2000 - 2005                          Muhlenberg College              Allentown, Pennsylvania

B.S. Mathematics

·      Mathematics Praxis Score: 175

 

Wayne Valley High School – Graduated June 2000

Professional experience

 

 

2005-present                   Chancellor Academy                  Pompton Plains, New Jersey

Math Teacher’s Aide

(973) 835 4989        Employer. Dr. Richard A. Sheridan

 

2002 – present              Wayne Board of Education                 Wayne, New Jersey

Substitute Teacher

·      Specialize in Mathematics classrooms

 

 

 

Additional professional activities

 

College and High School Math tutor

 

Volunteer experience

High School Ski Team Assistant Coach

 (973) 633 0651                              Head Coach: Reid Hensen

 

2005-06 Wayne Valley High School Baseball Team Assistant Coach

                                                        

References

Robert Reis     Wayne Valley High School    (973) 633 3066

Joanne Poppe                                               (973) 764 5715            

 

 

 

Suggested Listserv

Media Literacy M-L Listserv http://interact.uoregon.edu/medialit/course/resources/media-l.html  or  http://www.med.sc.edu:1081/listserve.htm

 

Media Review

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Publisher Logo  

Title: PLAYING GOD ,  By: Taylor, Chris, Time, 0040781X, 03/01/99, Vol. 153, Issue 8
Database: Academic Search Premier

 

Section: TECHNOLOGY

PLAYING GOD




Three classic empire-building games return in cool new incarnations. Warning: they are more addictive than ever

Is your spouse spending too much time with the PC again? Does she emerge looking bleary-eyed, strangely distant yet somehow satisfied? Is he unable to provide a good excuse for skipping dinner? Don't be alarmed, and don't point the finger at playboy (or playgirl).com. The explanation could be quite simple: your husband probably just placed a toxic-waste dump in New York City's Central Park and wanted to see whether the police could handle the inevitable riots. Or perhaps your wife was overseeing earth's first space colony, and had to decide between building creches in all her bases and laser-blasting an enemy faction.

The most addictive computer games known to mankind are back, and they're badder than ever. God games--so-called because you gaze down on the action from the heavens--began a decade ago with three now legendary titles: Sim City, Civilization and Populous. You became, respectively, an all powerful town planner; the head of a civilization through 4,000 years of history; or, quite literally, a god. Now all three franchises are hitting stores with simultaneous sequels: Sim City 3000, Alpha Centauri (from the Civilization team) and Populous: the Beginning. Wannabe deities everywhere are being tempted back with cooler graphics, features and ambiance.

When the long-awaited Sim City 3000 was released at the end of January, it topped the first week's sales chart despite being on shelves only three days. That was all it took to defeat the mighty Myst and Microsoft Flight Simulator and reassert the dominance of the god game. In a year in which the $6.3 billion video- and computer-game market is expected to overtake the entire movie industry, that's no mean feat.

And because there are already 8 million owners of Sim and Civ games, sales of the latest batch are likely to have good legs. "Games usually sell like a Roman candle," says Ann Stevens, president of industry analyst PC Data. "This genre is evergreen. And it appeals equally to both sexes." Explains Sid Meier, creator of Civilization: "People like to build things and create their own stories. That's an eternal, universal thing."

So why splash out on sequels that have the same plot? Two words: better technology. Alpha Centauri is essentially an extra-terrestrial Civilization, yet it looks and feels like a certain upcoming George Lucas movie. In Populous: the Beginning, you manipulate a whole tribe, as before, but within one of the most satisfying 3-D environments ever. (And with a level of vocal subservience from your braves that should delight management trainees.)

Sim City 3000 mayors still transform their towns into skyscraping metropolises, but never has the game been so gorgeously complex. Now you have to zone for landfills and incinerators or watch your city pile up with trash. Zoom in tight and watch the scurrying of antlike pedestrians. Play on real landscapes (Washington or Dallas?) and construct real landmarks (the Capitol or Coit Tower?) Listen as traffic grumbles and birds twitter over a jazz sound track. Is there any more fulfilling way to waste a weekend?

Except that these games--whisper it low--may actually be the most enjoyable and effective educational tools to come along since Jeopardy! This week in Washington seventh- and eighth-graders from across the country will compete in the finals of the annual future-cities contest, judged by a panel of engineers. The contest's software of choice? Sim City, of course. "They should introduce this game to all classrooms," says Hayes Lord, a New York City planner.

Lord's boss, Rudy Giuliani, would no doubt agree. He was in his first term when he found his son Andrew, then 7, playing Sim City. Andrew had placed police stations on every street corner. The crime rate was zero. Giuliani Sr. watched, fascinated, and began making suggestions on taxation, zoning and so forth. Finally, Andrew wheeled around. "Dad," he told the mayor of New York, "this is my city."

Perhaps we'd better prepare for the coming of the god-game generation: children who have tasted such power and know little of defeat. Sid Meier spent his childhood reconstructing the fall of Rome with legions of toy soldiers. Now his eight-year-old son conducts the same campaigns in Civilization, to much greater effect. "Nothing is impossible to him," says Meier. "I suppose once you've led the Roman Empire, you don't really have a sense of limitations."

PHOTO (COLOR): SIM CITY 3000: Create a detailed metropolis from scratch. This time you get to see your citizens

PHOTO (COLOR): POPULOUS: Guide your tribe toward the knowledge it needs to defeat its enemies

PHOTO (COLOR): ALPHA CENTAURI: Civilization meets Star Wars--but you can still use brains as well as brawn to win

PHOTO (COLOR): MY KIND OF TOWN: Its heavenly details make the new Sim City a worthwhile sequel

~~~~~~~~

Chris Taylor


Copyright © Time Inc., 1999. All rights reserved. No part of this material may be duplicated or redisseminated without permission.

 

 

 


http://www.easytestmaker.com/
http://www.quia.com/
http://www.puzzlemaker.com/

http://quizstar.4teachers.org/

 

Online Resources

http://math.rice.edu/~lanius/Lessons/

     Everything from graphing to exponential growth to polynomials can be found right here.

http://www.pbs.org/teachersource/math.htm

        A PBS companion site, select grade level (K – 2, 3 – 5, MS, HS) and topic (Estimation, statistics, Numeracy, Geometry, etc.) and it will search out a list of relevant lessons.

http://www.iit.edu/~smile/mathinde.html

            Links to over 200 single concept math lessons on the Internet

http://mathforum.org/math.topics.html

         Each list of links is theme based so you can browse by topic or grade level.

http://score.kings.k12.ca.us/lessons.html

           Lessons for K-7:Number Sense, Algebra and Functions,
Measurement and Geometry, Statistics, Data Analysis and Probability, Mathematical Reasoning
Lessons for 8-12:Algebra I, Geometry, Algebra II,
Probability and Statistics, Probability and Statistics - Advanced, Mathematical Analysis, Trigonometry, Linear Algebra, Calculus

http://www.math.com/

       This site has a wealth of math-related materials and resources. Students can access a variety of interactive materials.

http://mathforum.org/library/levels/8/

http://www.nku.edu/~mathed/tr.html

http://www.col-ed.org/cur/math.html

Curriculum Project

The Cost of Living On Your Own

By Michael Gross

April 16, 2006

Algebra 1

The Chancellor Academy

Topic: The cost of living on your own.

Class Description: This lesson is for an eleventh grade, Algebra one class. It is designed for an in-house special needs program.

Materials:

1. An apartment guidebook for northern NJ. (Provided by teacher).

2. Access to the Internet is needed for research.

3. Newspapers

4. Calculators

5. Poster board

6 Construction paper

7. Glue

8. Scissors

9. Markers

10. Tape

11. Scrap paper

12. Compasses

13. Worksheets

Objectives: SWBAT…

  1. Determine the costs associated with living in an apartment. (NJCCS 4.1.C, 4.5.F)
  2. Collect and organize data in the form of a ratio. (4.4.B)
  3. Calculate percentage and degrees of a circle. (4.2.D)
  4. Construct a circle graph to illustrate findings. (4.5.E)
  5. Determine whether or not they can live on their own. (4.5.A, 4.5.B, 4.5.C)

Procedures/Methods: (5-9 weekdays)

  1. (In the Computer Lab) Students will search for a residence in the apartment guides, newspapers or Internet. Students must be reminded to consider the location and the price of the apartment they choose. (Tactile/Kinesthetic)
  2. Using the expense table located in the worksheet packet, students must list the cost of rent and utilities as well as any other items on which they plan to spend money. Students must be reminded that these numbers are estimates.                        **Extra credit for actual utilities**
  3. Students will list each expense as a fraction of their total costs. Record ratio.
  4. Students then divide each expense by the total in order to find a percentage.
  5. This percentage is multiplied by 360 and recorded in degrees. 360 degrees in a circle.
  6. Students will utilize the excel template (provided by teacher) in order to check their calculations.
  7. Write a brief summary that answers the following questions: (Visual/Verbal)
    1. Do you think that you can afford living on your own at this point of your life?
    2. What did you calculate to be the amount of money needed in order to support yourself in the place that you have chosen?
    3. What type of career do you think you would need in order to support your lifestyle? **Extra credit for finding actual salaries**
    4. Do any of these jobs require a degree from a college or trade school?
    5. Did you ever plan on perusing any of these careers?
    6. On what do you spend the highest percentage of your salary?
    7. Where do you think cut backs can be made if necessary?
    8. Do you have any concerns about living on you own?
    9. Do you have any questions about living on your own?
  8. You must show the rest of the class the place you chose to live. Your presentation must either include a poster display or PowerPoint. Your display will be graded on correctness, color and style. The following material must be displayed in the presentation:

·        Table of data

·        A circle graph drawn to scale and labeled in %

·        A title

·        A key (only on a poster)

·        Presentation: 2-3 minutes or 9 PowerPoint slides

·        Sound may be included

·        Color, Creativity and Style

This lesson will keep the students’ attention because the idea of moving out is always on a teenager’s mind. They will stay interested and interactive because the lesson has relevance in their lives. Also, by allowing the students a choice of presentation, they will have an opportunity to show what they have learned and what fits them best. Also, the teacher must provide the framework for the students to utilize. By providing specific questions on worksheets, teachers can help direct students towards higher level thinking skills by focusing student attention accordingly.

Prior Knowledge: This lesson takes place in the beginning of Algebra one. It utilizes many Pre-Algebra techniques along with basic Geometry. Remind students of the proper way to use a compass.

Anticipatory Set: As the students walk into class, greet them and hand out the apartment guides along with some questions on small worksheet.

    1. What is the cheapest place in the book you can find?
    2. Where is it located?
    3. What is the most expensive place you can find?
    4. Where is it located?
    5. What do you want the most in your future home?

This survey will keep the students actively doing something productive while the class begins. Since this lesson goes on for a couple days a different anticipatory set should be used each day to help students get back “into the flow”. Have students think about different questions for homework (Auditory/Verbal).

a.       How much do you think utilities (electricity, gas, water) cost per month?

b.      How much money does it cost for you to eat?

c.       Will you be driving a car?

d.      Would you consider finding a roommate?

e.       How would the cost differ with a roommate? Two roommates?

f.        Do you want pets?

g.       What kind of neighborhood are you looking for?

Since this lesson is for an in-house program, no written homework is assigned. Students need only to think about these questions in order to have a discussion the following class. For mainstream classes, this lesson should be done in fewer days and most of the work would be done outside of school. As a result fewer anticipatory sets would be needed. Teacher should, however, be prepared to bring in any necessary information needed for students to complete task.

Check For Understanding:

            Each student will be provided with a rubric for how this lesson will be graded.

- Find an appropriate place to live using the Internet, newspaper, or apartment guides.

- All data and calculations are correct.

-  Circle graph is drawn to scale.

- Poster or PowerPoint contains a title, table, summary and conclusion.

- Poster is attractive making sure to incorporate color and style.

- All questions in the worksheets are answered correctly.

- Concise presentation.

**See Attached Rubric**

 

 

Excell Template....Hot Stuff!!

 

 

 

 

 

 

Expenses

      $Cost$

    Ratio

(Expense / total)

   Percentage (Divide Expense/Total)

Degrees

(Percent X 360)

Rent

 

 

 

 

Gas/Electric

 

 

 

 

Phone

 

 

 

 

Food

 

 

 

 

Water

 

 

 

 

Car Payments

     (+insurance)

 

 

 

 

Gas

 

 

 

 

Cable

 

 

 

 

Internet

 

 

 

 

Entertainment

 

 

 

 

Laundry

 

 

 

 

Miscellaneous

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

Totals:

 

 

 

 

 

 

 

On your own…                                            Name: __________________

            worksheet                                                                 Date: __________________

                                                                                             Period: _________________

 

    As teenagers I bet you have all wanted to get out on your own and start living your own life. Now is your chance to prove that you can do it! Let us see what you are made of! Calculate the cost of living on your own after you search for an apartment from the provided apartment guides, newspapers or Internet. Do not forget to take into consideration the location and the price of the apartment you choose! You are the one paying for it!

Using the expense table located in this worksheet packet, you must list the cost of rent and utilities as well as any other items they plan to spend money on. Many of your numbers will be close estimations of the actual expenses. Extra credit will be given if you call the apartment complex or landlord and find the actual costs of utilities.

After all the expenses are recorded you will express each expense as a fraction of the total cost. Then filling in the rest of the chart calculating the percentage of total salary. Finishing up with calculating the degree measure of each section of a circle graph. Then utilize the excel template (provided by the teacher) to check your work!

Answer the following questions:

1.      Do you think that you can afford living on your own at this point of your life?

2.      What did you calculate to be the amount of money needed in order to support yourself in the place that you have chosen?

3.      What type of career do you think you would need in order to support your lifestyle? **Extra credit for finding actual salaries**

4.      Do any of these jobs require a degree from a college or trade school?

5.      Did you ever plan on perusing any of these careers?

6.      What do you spend the highest percentage of your income on?

7.      Where do you think that you can make cut backs if they were needed?

8.      Do you have any concerns about living on you own?

9.      Do you have any questions about living on your own?

           10.  You must show the rest of the class the place you chose to live. Your presentation must either include a poster display or PowerPoint. Your display will be graded on correctness, color and style. The following material must be displayed in the presentation:

·        Table of data

·        A circle graph drawn to perfect scale and labeled in %

·        A title

·        A key (only on a poster)

·        Presentation: 2-3 minutes or 9 PowerPoint slides

·        Sound may be included

·        Color, Creativity and Style

 

http://www.landmark-project.com/citation_machine/cm.php

 

 

 

 

Assessment/ Rubric

Math - Problem Solving : The Cost of Living On Your Own

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

Teacher Name: Mr. Gross

 

 

 

 

 

 

 

 

 

 

 

 

 

Student Name:     ________________________________________

 

 

 

 

 

 

CATEGORY

5

4

3

2

Research

Typically, uses an efficient and effective strategy to solve the problem(s).

Typically, uses an effective strategy to solve the problem(s).

Sometimes uses an effective strategy to solve problems, but does not do it consistently.

Rarely uses an effective strategy to solve problems.

Mathematical Errors

90-100% of the steps and solutions have no mathematical errors.

Almost all (85-89%) of the steps and solutions have no mathematical errors.

Most (75-84%) of the steps and solutions have no mathematical errors.

More than 75% of the steps and solutions have mathematical errors.

Mathematical Terminology and Notation

Correct terminology and notation are always used, making it easy to understand what was done.

Correct terminology and notation are usually used, making it fairly easy to understand what was done.

Correct terminology and notation are used, but it is sometimes not easy to understand what was done.

There is little use, or a lot of inappropriate use, of terminology and notation.

Diagrams and Sketches

Diagrams and/or sketches are clear and greatly add to the reader's understanding of the procedure(s).

Diagrams and/or sketches are clear and easy to understand.

Diagrams and/or sketches are somewhat difficult to understand.

Diagrams and/or sketches are difficult to understand or are not used.

Completion

All problems are completed.

All but 1 of the problems are completed.

All but 2 of the problems are completed.

Several of the problems are not completed.

Mathematical Reasoning

Uses complex and refined mathematical reasoning.

Uses effective mathematical reasoning

Some evidence of mathematical reasoning.

Little evidence of mathematical reasoning.

Explanation

Explanation is detailed and clear.

Explanation is clear.

Explanation is a little difficult to understand, but includes critical components.

Explanation is difficult to understand and is missing several components OR was not included.

Neatness and Organization

The work is presented in a neat, clear, organized fashion that is easy to read.

The work is presented in a neat and organized fashion that is usually easy to read.

The work is presented in an organized fashion but may be hard to read at times.

The work appears sloppy and unorganized. It is hard to know what information goes together.

 

 

 

 

 

 

 

 

 

 

 

 

 

 

 

This portfolio is created by Michael Gross

Date Created 5/8/2006

Date Update 5/8/2006

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