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taconi12

2008 World Population Data Sheet - Population Reference Bureau - 61 views

  • United States Italy Dem. Rep. Congo Population mid-2008 305 million 60 million 67 million Population 2050 (projected) 438 million 62 million 189 million Lifetime births per woman 2.1 1.3 6.5 Percent of population below age 15 20% 14% 47% Percent of population ages 65+ 13% 20% 3% Life expectancy at birth 78 years 81 years 53 years Annual births 4.3 million 568,120 2.9 million Annual deaths 2.4 million 575,300 0.8 million Annual births minus deaths 1.9 million -7,200 2.1 million Percent of population undernourished <2.5%
    • taconi12
       
      the stat about mortality in women is amazing.  make sure to use in lesson plan
  • n those countries, 1 in 75 women still die from pregnancy-related causes. In both sub-Saharan Africa and in the 50 countries defined by the United Nations as least developed, that risk is a shocking 1 in 22. In stark contrast, about 1 in 6,000 women in the developed countries die from pregnancy-related causes.
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  • Worldwide, women now average 2.6 children during their lifetimes, 3.2 in developing countries excluding China, and 4.7 in the least developed countries. Lifetime fertility is highest in sub-Saharan Africa at 5.4 children per woman. In the developed countries, women average 1.6 children. The United States, with an average of 2.1 children, is an exception to this low-fertility pattern in the world’s wealthier countries.
  • es fewer than the minimum calories required to lead a healthy active life. That figure rises above 60 percent in several sub-Saharan countries.
  • developed countries, 35 percent of the population consum
Maureen Greenbaum

The Future of College? - The Atlantic - 29 views

  • proprietary online platform developed to apply pedagogical practices that have been studied and vetted by one of the world’s foremost psychologists, a former Harvard dean named Stephen M. Kosslyn, who joined Minerva in 2012.
  • inductive reasoning
  • Minerva class extended no refuge for the timid, nor privilege for the garrulous. Within seconds, every student had to provide an answer, and Bonabeau displayed our choices so that we could be called upon to defend them.
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  • subjecting us to pop quizzes, cold calls, and pedagogical tactics that during an in-the-flesh seminar would have taken precious minutes of class time to arrange.
  • felt decidedly unlike a normal classroom. For one thing, it was exhausting: a continuous period of forced engagement, with no relief in the form of time when my attention could flag
  • One educational psychologist, Ludy Benjamin, likens lectures to Velveeta cheese—something lots of people consume but no one considers either delicious or nourishing.)
  • because I had to answer a quiz question or articulate a position. I was forced, in effect, to learn
  • adically remake one of the most sclerotic sectors of the U.S. economy, one so shielded from the need for improvement that its biggest innovation in the past 30 years has been to double its costs and hire more administrators at higher salaries.
  • past half millennium, the technology of learning has hardly budge
  • fellow edu-nauts
  • Lectures are banned
  • attending class on Apple laptops
  • Lectures, Kosslyn says, are cost-effective but pedagogically unsound. “A great way to teach, but a terrible way to learn.”
  • Minerva boast is that it will strip the university experience down to the aspects that are shown to contribute directly to student learning. Lectures, gone. Tenure, gone. Gothic architecture, football, ivy crawling up the walls—gone, gone, gone.
  • “Your cash cow is the lecture, and the lecture is over,” he told a gathering of deans. “The lecture model ... will be obliterated.”
  • One imagines tumbleweeds rolling through abandoned quads and wrecking balls smashing through the windows of classrooms left empty by students who have plugged into new online platforms.
  • when you have a noncurated academic experience, you effectively don’t get educated.
  • Liberal-arts education is about developing the intellectual capacity of the individual, and learning to be a productive member of society. And you cannot do that without a curriculum.”
  • “The freshman year [as taught at traditional schools] should not exist,” Nelson says, suggesting that MOOCs can teach the basics. “Do your freshman year at home.”) Instead, Minerva’s first-year classes are designed to inculcate what Nelson calls “habits of mind” and “foundational concepts,” which are the basis for all sound systematic thought. In a science class, for example, students should develop a deep understanding of the need for controlled experiments. In a humanities class, they need to learn the classical techniques of rhetoric and develop basic persuasive skills. The curriculum then builds from that foundation.
  • What, he asks, does it mean to be educated?
  • methods will be tested against scientifically determined best practices
  • Subsidies, Nelson says, encourage universities to enroll even students who aren’t likely to thrive, and to raise tuition, since federal money is pegged to costs.
  • We have numerous sound, reproducible experiments that tell us how people learn, and what teachers can do to improve learning.” Some of the studies are ancient, by the standards of scientific research—and yet their lessons are almost wholly ignored.
  • memory of material is enhanced by “deep” cognitive tasks
  • he found the man’s view of education, in a word, faith-based
  • ask a student to explain a concept she has been studying, the very act of articulating it seems to lodge it in her memory. Forcing students to guess the answer to a problem, and to discuss their answers in small groups, seems to make them understand the problem better—even if they guess wrong.
  • e traditional concept of “cognitive styles”—visual versus aural learners, those who learn by doing versus those who learn by studying—is muddled and wrong.
  • pedagogical best practices Kosslyn has identified have been programmed into the Minerva platform so that they are easy for professors to apply. They are not only easy, in fact, but also compulsory, and professors will be trained intensively in how to use the platform.
  • Professors are able to sort students instantly, and by many metrics, for small-group work—
  • a pop quiz at the beginning of a class and (if the students are warned in advance) another one at a random moment later in the class greatly increases the durability of what is learned.
  • he could have alerted colleagues to best practices, but they most likely would have ignored them. “The classroom time is theirs, and it is sacrosanct,
  • Lectures, Kosslyn says, are pedagogically unsound,
  • I couldn’t wait for Minerva’s wrecking ball to demolish the ivory tower.
  • The MOOCs will eventually make lectures obsolete.”
  • Minerva’s model, Nelson says, will flourish in part because it will exploit free online content, rather than trying to compete with it, as traditional universities do.
  • The MOOCs will eventually make lectures obsolete.”
  • certain functions of universities have simply become less relevant as information has become more ubiquitous
  • Minerva challenges the field to return to first principles.
  • MOOCs will continue to get better, until eventually no one will pay Duke or Johns Hopkins for the possibility of a good lecture, when Coursera offers a reliably great one, with hundreds of thousands of five-star ratings, for free.
  • It took deep concentration,” he said. “It’s not some lecture class where you can just click ‘record’ on your tape.”
  • part of the process of education happens not just through good pedagogy but by having students in places where they see the scholars working and plying their trades.”
  • “hydraulic metaphor” of education—the idea that the main task of education is to increase the flow of knowledge into the student—an “old fallacy.”
  • I remembered what I was like as a teenager headed off to college, so ignorant of what college was and what it could be, and so reliant on the college itself to provide what I’d need in order to get a good education.
  • it is designed to convey not just information, as most MOOCs seem to, but whole mental tool kits that help students become morethoughtful citizens.
  • for all the high-minded talk of liberal education— of lighting fires and raising thoughtful citizens—is really just a credential, or an entry point to an old-boys network that gets you your first job and your first lunch with the machers at your alumni club.
  • Its seminar platform will challenge professors to stop thinking they’re using technology just because they lecture with PowerPoint.
  • professors and students increasingly separated geographically, mediated through technology that alters the nature of the student-teacher relationship
  • The idea that college will in two decades look exactly as it does today increasingly sounds like the forlorn, fingers-crossed hope of a higher-education dinosaur that retirement comes before extinction.
Tonya Thomas

Estimating Costs and Time in Instructional Design - 11 views

  • Instructional Designer - $28.00 hour (based on salary of $60,000 per year) eLearning designer - $37.00 hour (based on salary of $78,000 per year) Organizational Specialist - $38.46 (based on salary of $80,000 per year)
  • 200 to 500 man-hours for each instructional hour of IMI
  • Simple Asynchronous: (static HTML pages with text & graphics): 117 hours Simple Synchronous: (static HTML pages with text & graphics): 86 hours Average Asynchronous: (above plus Flash, JavaScript, animated GIF's. etc): 191 hours Average Synchronous: (above plus Flash, JavaScript, animated GIF's. etc): 147 hours Complex Asynchronous: (above plus audio, video, interactive simulations): 276 hours Complex Synchronous: (above plus audio, video, interactive simulations): 222 hours
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  • Course is five days or less, then 3 hours of preparation for each hour of training. Course is between five and ten days, then 2.5 hours of preparation for each hour of training. Course is over 10 days, then 2 hours of preparation for each hour of training.
  • research generally shows that there is at least a 50% reduction in seat time when a course is converted from classroom learning to elearning. Brandon Hall reports it is a 2:1 ratio.
  • Estimated Average Cost Per Hour Of Instruction - $1,901.00 to $2,170.00
  • If your organization is inexperienced, expect your average developmental man-hours to be closer to 450-500 man-hours per instructional hour.
  • 1995 August/September issue of CBT Solutions Magazine reported that 221 hours was the average development time.
  • Category 1: Baseline Presentation
  • 34:1 -- Instructor-Led Training (ILT), including design, lesson plans, handouts, PowerPoint slides, etc. (Chapman, 2007). 33:1 -- PowerPoint to E-Learning Conversion (Chapman, 2006a, p20). 220:1 -- Standard e-learning, which includes presentation, audio, some video, test questions, and 20% interactivity (Chapman, 2006a, p20) 345:1 -- 3rd party courseware. Time it takes for online learning publishers to design, create, test and package 3rd party courseware (Private study by Bryan Chapman 750:1 -- Simulations from scratch. Creating highly interactive content (Chapman, 2006b)
  • Category 2: Medium Simulation Presentation
  • Estimated Average Cost Per Hour Of Instruction - $3,768.00
  • Category 3: High Level Simulation Presentation.
  • Estimated Average Cost Per Hour Of Instruction - $7,183.00
  • Verizon says once they develop enough learning objects, they will be able to build courses in five hours or less ($10,000 to $15,000)
  • includes the instructional designer, project manager, and outsourcing fees (the instructional designer takes the content that is written in instructional design format to three other companies and an in house group for bids)
  • They use a content management system from OutStart
  • between 40 to 80 hours and costs $15,000 to $30,000 to develop one hour of elearning (George & Mcgee, 2003)
  • If the elearning looks more like a PowerPoint presentation, then a 1:1 is probably close, however, the more elearning moves away from looking like a Powerpoint presentation and looks more like an interactive package, then the more the ratio starts to increase.
  • Outside Consultant - $90.00 hour
  • Chapman
  • Category 1: Baseline Presentation
Roland Gesthuizen

Manaiakalani: 1:1 Reflections from the Chalkface - 24 views

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    "A lot has been written on this blog from a facilitator's perspective about moving into a 1:1 environment, but I expect there are a few of you wanting to know what it is really like if you are a teacher, thrown in at the deep end. 30+ eager kids looking to you to make the dream work...."
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    Feedback from a 1:1 deployment in Maine.
Carol Ansel

The Daring Librarian: Wikipedia is not wicked! - The Answer Sheet - The Washington Post - 70 views

  • Teaching Wikipedia in 5 Easy Steps: *Use it as background information *Use it for technology terms *Use it for current pop cultural literacy *Use it for the Keywords *Use it for the REFERENCES at the bottom of the page!
  • 4 ways to use Wikipedia (hint: never cite it) Teachers: Please stop prohibiting the use of Wikipedia 20 Little Known Ways to Use Wikipedia Study: Wikipedia as accurate as Encyclopedia Britannica Schiff, Stacy. “Know it all: Can Wikipedia conquer expertise?” The New Yorker, February 26, 2006 And: Yes students, there’s a world beyond Wikipedia **Several years ago, Nature magazine did a comparison of material available on Wikipedia and Brittanica and concluded that Brittanica was somewhat, but not overwhelmingly, more accurate than Wikipedia. Brittanica lodged a complaint, and here, you can see what it complained about as well as Nature’s response. Nature compared articles from both organizations on various topics and sent them to experts to review. Per article, the averages were: 2.92 mistakes per article for Britannica and 3.86 for Wikipedia. -0- Follow The Answer Sheet every day by bookmarking http://www.washingtonpost.com/blogs/answer-sheet. And for admissions advice, college news and links to campus papers, please check out our Higher Education page. Bookmark it! var entrycat = ' ' By Valerie Strauss  |  05:00 AM ET, 09/07/2011 .connect_widget .connect_widget_text .connect_widget_connected_text a {display:block;} #center {overflow:visible;} /*.override-width iframe {width:274px !important;}*/ Tumblr Reddit Stumbleupon Digg Delicious LinkedIn http://platform.twitter.com/widgets/tweet_button.html#_=1315504289567&count=horizontal&counturl=http%3A%2F%2Fwww.washingtonpost.com%2Fblogs%2Fanswer-sheet%2Fpost%2F
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    Excellent perspective on "The 'W' Word" - use it wisely for what it is - high school and college kids shouldn't be citing any general knowledge encyclopedias for serious research - but that doesn't mean there aren't some excellent uses for it.
Martin Burrett

Insufficient sleep in children associated with poor diet, obesity and more screen time - 9 views

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    "A new study conducted among more than 177,000 students suggests that insufficient sleep duration is associated with an unhealthy lifestyle profile among children and adolescents. Results show that insufficient sleep duration was associated with unhealthy dietary habits such as skipping breakfast (adjusted odds ratio 1.30), fast-food consumption (OR 1.35) and consuming sweets regularly (OR 1.32). Insufficient sleep duration also was associated with increased screen time (OR 1.26) and being overweight/obese (OR 1.21). "Approximately 40 percent of schoolchildren in the study slept less than recommended," said senior author Labros Sidossis, PhD, distinguished professor and chair of the Department of Kinesiology and Health at Rutgers University in New Brunswick, New Jersey. "Insufficient sleeping levels were associated with poor dietary habits, increased screen time and obesity in both genders.""
Virginia Meadow

eChalk: Teaching resources for interactive whiteboards and data projectors - 2 views

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    Powerful interactive resources designed for whole-class teaching. Online educational games, classroom resources and lesson activities for interactive whiteboards and data projectors. Put some fun into your lessons with our exceptional science, maths, English language, literature, history, music physical education and modern foreign languages software." />/css/resourceList.css
taconi12

Fractions- Ideas for Teaching, Resources for Lesson Plans, and Activities for Unit Plan... - 3 views

  • raction Hunt Posted by:lismac #130700 Please Signin We walked around the school in small groups armed with cameras and looked for fractions occuring in our school. Each child had to find one scene to capture with the camera. Another group stayed in the classroom and created their fractions with classroom materials. Example- 10 pencils. 9 were yellow and one was red. Then the small groups would come to our computer and insert their picture. Each child then inserted text boxes to type in the fractions. Example- 9/10 of the pencils are yellow. 1/10 of the pencils are red. 9/10 + 1/10= 10/10 They could choose the fonts and colors and such... they used word art to add their names. They loved it! We also do one using multiplication.
  • Fraction Hunt Posted by:lismac #130700 Please Signin We walked around the school in small groups armed with cameras and looked for fractions occuring in our school. Each child had to find one scene to capture with the camera. Another group stayed in the classroom and created their fractions with classroom materials. Example- 10 pencils. 9 were yellow and one was red. Then the small groups would come to our computer and insert their picture. Each child then inserted text boxes to type in the fractions. Example- 9/10 of the pencils are yellow. 1/10 of the pencils are red. 9/10 + 1/10= 10/10 They could choose the fonts and colors and such... they used word art to add their names. They loved it! We also do one using multiplication.
  • One activity that went over pretty well with my class was putting fractions in order. After completing a lesson on comparing fractions, each student was given a fraction on a 3x5 card and asked to tape it to their chest. Then they were instructed to line up in order from greatest to least. After they had completed the task, after much deliberation, I informed them of the correct order. They did pretty well considering there were fifteen students.
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  • Another thing I did was draw fractions number lines (about seven inches long) on a piece of paper, one under another with enough space between lines so my students could label the points. The first line was not divided. The points were labeled 0 and 1. The second line was divided into halves. The students labeled the points on the line 0/2, 1/2, and 2/2. The third line was divided into thirds. The students labeled the points 0/3, 1/3, 2/3, 3/3. You probably get the idea. The remaining lines were divided into fourths, fifths, sixths, eighths, tenths, and twelfths, and the points were labeled. (It is very...
  • I created an interactive fraction number line from 0 to 2 on my wall. I have about 40 fraction cards with different fractions and I have students take turns putting the cards on the number line. They get the chance to see that some of the fractions are equivelent to others.
  • Well, you are not alone. Fractions lessons sometimes need repeating over and over until they understand the CONCEPTS. Try giving them a mnemonic device to help them remember what to do. My kids decided to use GCF as Greatest Calories n Fat so that's why you REDUCE!! This just helped them to know when to use the GCF but it still needs lots of practice. Also, do a lot of hands-on activities that show equivalency in fractions. Make fraction strips using construction paper, and the kids can show all the equivalent fractions by matching up the strips. Or try the pizza fraction pieces that you can buy. I believe that it just takes lots of fun practice as well as drills on the procedures. Take your time and don't rush through it or you'll be sorry to see that they won't remember any of it by Christmas!!
  • Make up index cards before hand. Group them in 3's (.25 on one card, 1/4 on another, 25% on the third) make up however many sets of three you need to give a card to each of the students in your class. Once the cards have been shuffled, pass one to each student. Have them find their 'family' WITHOUT MAKING A SOUND. When .20, 1/5 and 20% find each other they have to put their cards on a large number line in the front of the class. It's a great way to get them all involved, and gets them up and around the classroom.
  • I also have my student play Fraction Tic Tac Toe, on a 4 x 4 grid filled with halves, fourths, and eighths. They have to make a whole with 3 fractions in a row. They love it!!! I'm not sure where the gamesheet come from, but I am sure you can make your own.
Jac Londe

17 U.S. Code § 106 - Exclusive rights in copyrighted works | LII / Legal Info... - 1 views

  • 17 U.S. Code § 106 - Exclusive rights in copyrighted works
  • Subject to sections 107 through 122, the owner of copyright under this title has the exclusive rights to do and to authorize any of the following: (1) to reproduce the copyrighted work in copies or phonorecords; (2) to prepare derivative works based upon the copyrighted work; (3) to distribute copies or phonorecords of the copyrighted work to the public by sale or other transfer of ownership, or by rental, lease, or lending; (4) in the case of literary, musical, dramatic, and choreographic works, pantomimes, and motion pictures and other audiovisual works, to perform the copyrighted work publicly; (5) in the case of literary, musical, dramatic, and choreographic works, pantomimes, and pictorial, graphic, or sculptural works, including the individual images of a motion picture or other audiovisual work, to display the copyrighted work publicly; and (6) in the case of sound recordings, to perform the copyrighted work publicly by means of a digital audio transmission.
taconi12

fractions idea bank - 141 views

  • Fractions are as easy as pigs
  • One way to help students to understand the basics of adding and subtracting fractions (denominators must be the same; add/subtract the numerators; DO NOT add/subtract the denominators) is to teach the students what the parts of a fraction really are: numbers and names. This also helps combat the frequently-taught but incorrect idea that a fraction and a ratio are the same. A ratio may look like a fraction, but it is not a fraction.
  • FRACTIONS ARE AS EASY AS PIGS What is 2 pigs plus 3 pigs? 5 pigs (Write as a fraction: 2/pigs + 3/pigs = 5/pigs) Notice, we do not end up saying the answer is 5 horses.
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  • The top of a fraction is a NUMBER: 1, 2, 3, etc. The bottom of a fraction is a NAME: half, third, fourth, etc. We can add and subtract numbers. We cannot add and subtract names.
  • Fraction Blackjack
  • Ask each student their "denominator." Don't give it away. Ask each one until one finally says their name. Continue through the room... Their name is their denominator. When you practice adding and subtracting fractions with like denominators, actually say "pigs" instead the fraction name. Then say, "Instead of pigs, we are using ..." and let them answer with the appropriate denominator. It is fun when doing subtraction to say, "If we have 5 pigs and eat 3 pigs, besides a stomachache, what is left?"
  • The transition to unlike denominators is automatic. If the names are not the same, you can't add the fractions. 2/pigs + 3 horses is still 2/pigs and 3/horses (unless we discover a "common denominator" -- a common name: farm animals). Once the students know they must have a common name (denominator) in order to add or subtract, they have a reason to learn about common denominators. By the way, I always begin common denominators without worrying about the Least Common Denominator (LCD). Once they can find a common denominator (multiply the denominators), add or subtract, and then reduce, they can be led to finding "easier" denominators to work with. Students who have too much difficulty with LCD can still get the correct answer; they just have more reducing to do. Those who can find a lower common denominator have less reducing. This is a very basic rendering of "Fractions are as easy as pigs." AWP, 10/12/00 on teachers.net math board
  • Denominate means: to name Political parties nominate (name) their candidates. Religious denominations are identified by their names. The denominations of money are the names of the coins and bills.
  • One game that my students enjoy the challenge of is Blackjack 1. You need a set of fraction cards per student (or you can make them from index cards.) The same rules as Blackjack apply. Instead of trying to get to 21, they want to try and get close to 1 without going over. With this game they practice addition and comparing -- it's great. You can also make it more challenging or bring in mixed numbers with Blackjack 2 or Blackjack 3. (Blackjack 2 means to try to get as close to 2 as possible without going over.) I am not sure where to buy fraction cards. I have one set that I received when I took over a classroom. However, I have always had the students create their own sets and we used them for several games. I gave each students a set of index cards (3 1/2 X 5) and they wrote the fractions in pencil so they couldn't be seen through the cards. These are the fractions we included: all fractions with a denominator of 2, 3, 4, 5, 6, 8, 10, and 12. (To challenge the students you may want to use the 7, 9, and 11 denominators as well.) I also had the students include 2 0's such as 0/3 and 0/4 and two 1's such as 3/3 and 4/4. Each game required two sets of cards, so I had the students write their initials in the corner of their set so they would get a complete set back after the game.
  • games
  • I remembered some
  • other
  • Fraction War Fraction War with the fraction cards: It is just like the card game of War, but with the fraction cards instead. This game helps students to compare fractions and encourages them to use number sense in comparison before using the algorithm of making equivalent fractions. Memory Memory with the fraction cards: It is just like the traditional "Memory" game, but any equivalent fractions are considered a match so 1/2 would be a match with 2/4. This game helps them to identify equivalent fractions. You can also play this game with fraction to decimal equivalence by making a set of decimal cards too. Fraction/Decimal Bingo Fraction/Decimal Bingo: The students have game boards with decimals on them. You call out fractions and if they have the decimal equivalence they can mark it on the board. Kimberly, 5/31 and 6/1 on teachers.net math board
taconi12

Math Forum: Ask Dr. Math FAQ: Integers, Rational Numbers, Irrational Numbers - 49 views

  • A rational number is any number that can be written as a ratio of two integers (hence the name!). In other words, a number is rational if we can write it as a fraction where the numerator and denominator are both integers. The term "rational" comes from the word "ratio," because the rational numbers are the ones that can be written in the ratio form p/q where p and q are integers. Irrational, then, just means all the numbers that aren't rational. Every integer is a rational number, since each integer n can be written in the form n/1. For example 5 = 5/1 and thus 5 is a rational number. However, numbers like 1/2, 45454737/2424242, and -3/7 are also rational, since they are fractions whose numerator and denominator are integers. So the set of all rational numbers will contain the numbers 4/5, -8, 1.75 (which is 7/4), -97/3, and so on. Is .999 repeating a rational number? Well, a number is rational if it can be written as A/B (A over B): .3 = 3/10 and .55555..... = 5/9, so these are both rational numbers. Now look at .99999999..... which is equal to 9/9 = 1. We have just written down 1 and .9999999 in the form A/B where A and B are both 9, so 1 and .9999999 are both rational numbers. In fact all repeating decimals like .575757575757... , all integers like 46, and all finite decimals like .472 are rational.
Roland Gesthuizen

How 1:1iPads benefit a student's education - YouTube - 53 views

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    "Video exploring how a 1:1 student iPad program enhances a teacher's ability and transforms a student's role in education. "
FERNANDO RODRIGUEZ

Reglamentos deportivos - 17 views

    • FERNANDO RODRIGUEZ
       
      muchos reglamentos deportivos
    • FERNANDO RODRIGUEZ
       
      Hay muchos deportes que aquí ni se conocen
  • Reglamentos deportivos
  • Golf Halterofilia Hockey Hierba Hockey Sala Hockey sobre patines Hockey sobre patines en linea
anonymous

Free Technology for Teachers - 125 views

  • skip to main | skip to sidebar Pages Free Downloads Job Board Google Tools Tutorials Video Creation Resources Develop a PLN Work With Me Advertise Monday, June 21, 2010 Measure the Impact of Asteroids & Atomic Bombs Carlos Labs, a data architecture and data integration firm in Australia, has developed two Google Maps-based widgets that demonstrate the range of atomic weapons and the size of areas that could be affected by asteroid impacts.Ground Zero
  • size of an area that
  • TimeMaps is best described as a mash-up of encyclopedia
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  • Investopedia
    • anonymous
       
      This is a cool article!!! I like to use exclamation points to show my enthusiasm!!!!!
  • the new version of Google Earth is now a core component of G Suite for Education. This means that your students will be able to use Google Earth with the same account that they use for Google Drive, Classroom, Keep, and other core G Suite components.
    • anonymous
       
      This is a great point!!
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    Free resources and lesson plans for teaching with technology
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    Good blog about free technology teachers can access for education
psmiley

Educating Educators, Part 1 | Teach Amazing! - 4 views

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    Step 1 of Training Educators in technology http://t.co/9m3u6yzTrl #cpchat #edchat Step 1 of Training Educators in technology http://t.co/9m3u6yzTrl #k12 #schools
mwellis

6.1 Learning about Multiplication Using Dynamic Sketches of an Area Model - 29 views

  • The figure below shows a rectangle with width 3 and height y. The product 3y represents the area of the 3-by-y rectangle. Change the value of y by dragging the red point up and down the vertical axis. Note that as the point is dragged, the area of the rectangle changes simultaneously.
    • mwellis
       
      This is a great exploration for students to begin making connections between whole number multiplication and decimal multiplication.  One modification I would make is to have students make a partition (on grid paper) to show the partial products so I could connect the figure to a symbolic algorithm for multiplication and the distributive property.  For example, if it was 1.2 x 3, the partial products might be (1x3) + (.2 x 3).
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    Example of using area model to explore multiplication by values greater than 1 and values between 0 and 1.
anonymous

Keeping Students Engaged in a 1:1 Project-Based Classroom [guest post] | 1 to 1 Schools - 7 views

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    "When lap­tops first arrived in my class­room, I wor­ried about class­room man­age­ment. How could I cre­ate an envi­ron­ment where stu­dents used their com­put­ers as tools rather than toys?" Great practical tips here!!
Jac Londe

17 U.S. Code § 107 - Limitations on exclusive rights: Fair use | LII / Legal ... - 2 views

  • Notwithstanding the provisions of sections 106 and 106A, the fair use of a copyrighted work, including such use by reproduction in copies or phonorecords or by any other means specified by that section, for purposes such as criticism, comment, news reporting, teaching (including multiple copies for classroom use), scholarship, or research, is not an infringement of copyright. In determining whether the use made of a work in any particular case is a fair use the factors to be considered shall include— (1) the purpose and character of the use, including whether such use is of a commercial nature or is for nonprofit educational purposes; (2) the nature of the copyrighted work; (3) the amount and substantiality of the portion used in relation to the copyrighted work as a whole; and (4) the effect of the use upon the potential market for or value of the copyrighted work. The fact that a work is unpublished shall not itself bar a finding of fair use if such finding is made upon consideration of all the above factors.
Siri Anderson

Stuff One to One Teachers Need to Know - Google Docs - 115 views

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    Please help us build a list of the most important things and apps 1:1 Teachers need to know!
Cammy Torgenrud

Project Red: Do 1:1 right or don't do it at all | ZDNet - 61 views

  • those 9 factors (called Key Implementation Factors, or KIFs in the Project documentation) that need to be present in a school to truly realize the full potential of major 1:1 investments
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