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The Scale of the Universe 2 features a huge selection of objects in the universe that are arranged according to size and scale. You can zoom-in on the image to objects as small as neutrinos and quarks or as large as planets, constellations, and galaxies. When you click on an object in The Scale of the Universe 2 a small window of information about that object pops up.

This great interactive simulation lesson with learner worksheets let learners investigate a crash scene, taking into account all evidence and then , using given formula, calculate data in ordert to detemine what happened.

In Maximum Capacity, you play the role of an elevator attendant who must bring as many gorillas as possible to the eighth floor for the annual Gorilla's Ball at the Jungle Hotel! The only problem is, the doors to the ball close in three minutes, and there are still hundreds of anxious gorillas waiting. Bring as many as you can to the eighth floor in three minutes.

Great resoruces. Maybe we can change it for South African cricket scores?

Mathematics is used in interesting, and often less than accurate, ways. Newspapers present graphs showing apparently correlated variables, but with a little thought, some of the time you will find that whilst it looks like two variables are connected, there is actually no cause and effect. Sometimes this is because there is a third factor causing the movements in the variables - for example, if it is hot and sunny, sales of sunscreen lotion increase, as do sales of air-conditioners. If you plot these sales against each other, you find a correlation. However, they are only connected because of a third variable, the summer weather. Of course, an unscrupulous media can draw connections where they don't exist for more political ends, such as blaming an increase in crime on the sales of hooded sweatshirts. And politicians have been known to confuse cause and effect, thinking that a local crime increase is due to the increased police presence, rather than the other way around.

" 'I don't do maths' is often said as a badge of pride, as though it excuses any personal responsibility. Yet, as job seekers, you say it at your peril."

Place value in an extremely important concept that is taught as early as in kindergarten and as students learn about larger numbers, the concept of place value continues throughout the middle grades. Place value refers to the value of the digit based on its position. Place value is a concept that is difficult for young learners. Understanding place value fully requires many hands on experiences.

Elma se toets in engels en afrikaans

Thank you Jeannee!! "This investigation I did in term 1 2011. It was based on basic currency exchange and budgeting. "

Thank you terri for uploading this resource

A very interesting look at the cost of a BIG Mac burger and man hours worked. I think this could be a great departure point for a lesson/activity. We can bring in factors like a comparison between developed and un-developed countries and create some awareness in the process. Who wants to work on this as a lesson plan?

Here you will find links to lots of cool mathy things on the internet. We'll post some new items each week for you to enjoy. We hope you are as inspired and excited by these creations as we are!

"this 1600+ video library is the most-used educational video resource as measured by YouTube video views per day and unique users per month. We are complementing this ever-growing library with user-paced exercises--developed as an open source project--allowing the Khan Academy to become the free classroom for the World. "

What is inflation? How do I draw up a personal budget? How do I draw up a family budget? Growing my money with simple and compound interest . It also have a Summative assessment How can I avoid the dangers of debt? Saving and investing in my future? What do banks do? How can insurance protect me? What are my consumer rights and responsibilities?

Number booklet coverDuring April 2008 Brombacher and Associates ran a four-day workshop for FET College lecturers on the assessment and remediation of the pre-requisite knowledge and skills assumed to be necessary for students to be able to study Mathematical Literacy. The workshop, presented by Aarnout Brombacher and Marc North,was attended by one lecturer from each of the 50 FET Colleges. The workshop focussed on the use of pre-tests to determine the knowledge and skills that college students have at the start of the programme and on the teaching of the necessary knowledge and skills in those cases where the students do not have these. Click on the "read more" link below to access the pre-test and remediation materials developed for the workshop as well as the powerpoint slide shows that supported the teaching these could be used by college lecturers in their remediation efforts. Downloads: Handout (44 pages): Numbers (download) o Presentation: Order of operations (download) o Presentation: Percentage (download) o Presentation: Ratio (download) o Presentation: Proportion (download) o Presentation: Rate (download) Handout (40 pages): Patterns and Relationships (download) Handout (11 pages): Space, Shape and Orientation (download)

This lesson focuses on money as something you either own or owe. The lesson is organised around the context of earning an income and includes the principal message that good money management can create security and help a person work towards their future dreams. By the end of this lesson, learners will know/be able to:\n-discuss the role of money in their dream/plan for the future;\n-understand that money can be owned (+) or owed (-);\n-discuss ways of generating an income;\n-calculate basic percentages.

Shuters brings out 3 textbooks for ML as well as a CD

Pupils from Grade2 to Grade7, as well as a sample group of Grade10s, wrote the numeracy and literacy tests.

People as well as animals are born with a sense for numbers. But is this inborn number sense related to mathematical ability? A new study suggests that it is.

In order to ascertain the real-life situations that teachers, as stakeholders, would find suitable and appropriate to deal with in Mathematical Literacy (a compulsory subject for students who are not doing Mathematics at the Further Education and Training level of the South African education system), we embarked on a study known as the Relevance of School Mathematics Education (ROSME). The principle underpinning this article is that there are times when it is necessary to assess the functionality and quality of questionnaires used to ascertain affective domain issues. The study provides an analysis technique which is not affected by the sample of individuals completing a questionnaire, provided that the instrument meets particular requirements. It thus improves the rigour of measurement. Various statistics obtained in this study showed that the instrument used to determine the real-life situations which teachers prefer for Mathematical Literacy reasonably identifies this variable. However, it is cautioned that much more care needs to be exercised in construction of such instruments. The results also indicated the real-life situations which teachers most and least preferred to be included in Mathematical Literacy, providing useful information for policy-makers and textbook authors on contextual situations to be included in learning materials.

In this unit students develop a variety of mathematical skills including: * Data collection and organisation, using a questionnaire about grocery stores, brand names and cell-phones.* Graphical representation of the data collected using bar graphs and pie charts.* Understanding cumulative data, as well as developing and interpreting frequency tables. * Analysis of data to answer questions, using graphs and tables.* Reading and interpreting fi gures, in the context of a newspaper report concerning skills development. * Calculating the various measures of central tendency and percentages in the context of workers and wages.* Working with range and spread of data.* Identifying distortion and manipulation of information.* Identifying patterns and trends,  through working with scatterplots and broken line graphs.* Making simple predictions and comparisons.