## Hook, Line and Linker

Welcome to the second edition of the **Mathematics and Multimedia Blog Carnival**.

One of the new developments is that I am giving a title to each edition of the carnival. The title of second edition: Hook, Line and Linker . As you read, you would know why I have chosen the title.

**The Number 2**

*Before our reading spree, let us first know what is so imporant about the number 2:*

*is the first positive even number and the only prime number that is even.*

*is equal to (1+i)(1-i).*

*is very special because 2×2 = 4 and 2+2 = 4. Can you find other numbers with similar property?*

*Fermat’s Last theorem: the equation x*^{n}* + y*^{n}* = z*^{n}* has no integral solutions when n is greater than 2.*

*Goldbach’s Conjecture: Every even number greater than 2 is the sum of two prime numbers.*

*And the killer trivia: **It takes 2 to tango **(grins).*

**Mathematics Entries**

**Content Mathematics**

First, let’s have some useful basic math.

Who says conditional probability is hard? **James****Pollock**** ** explains it like one plus one in his post Problem Children in A mathematicians guide to… Believe me, this guy is one heck of a writer.

American? Planning to retire? You may want to take a peek at **Jin Li**‘s article on How to Find Out if Your Money is Ready for Retirement on ehow.com and do the math.

**David Pilarski **or Mr. Pi slices and scrutinizes the ‘variable pie’ in Modeling Relationships with Variables posted at Algebra and Geometry, his personal blog.

**Pat Ballew** elucidates the notion of standard deviation by *linking** *it to the concept of distance in his article Standard Deviations as Distance posted at Pat’s Blog. His core idea: consider the *line*as the average of a data set and the points not on the *line* as deviations.

And some serious math.

**John D. Cook** presents Sine approximation for small angles using Taylor series posted at The Endeavour.

**Murray Bourne** has a very clear explanation about the concept of Riemann sums posted at squareCircleZ.

A very shy blogger who want to hide his identity to the pseudonym **f241vc15** shares basic math in his article Gather round kids, it’s time for math. Uhm, the kids he was calling had to be very exceptional since he was talking about the basics of four dimensions.

**Mathematics Teaching**

**Erlina Ronda**, or *Line**s*as she would like to call herself, explains the difference among exercises, problem solving and mathl investigations in Keeping Math Simple. Line’s blog is a rare find about mathematics teaching and pedagogy. And she is also also a Filipino.

Take a break and be puzzled by watching** Peter Rowletts** presentation of his puzzles stall. The snowflakes puzzle is very cute and very enticing, I was *hooked* staring at it.

**Multimedia Entries**

**Mimi Yang**** **** **plays with here New Toy, a GeoGebra applet she uses to visualize and motivate problem solving skills in her class. She *linked** *two rotating points on two different circles in her blog I Hope This Old Train Breaks Down. Check out her GeoGebra applet here.

Another GeoGebra fan: **Mr. Ho** of Mathing highlights the connection between radian measure of the central angle subtended by an arc, the arc length, and radius in his blog Unit Circle in GeoGebra .

Get *hooked*as you explore **Sharon’s** article on the Top 50 Ipad application for elearning.

**Caroline Mukisa**‘s realizations and tips about using Twitter in her blog **How to Use Twitter to Find Great Maths Resources and Ideas in Maths Insider. **She has some suggestions on how to use Twitter’s hash tags.

**Sol Lederman**shares the treasure stash of math tutorial videos developed by Khan Academy: more than 1400 free math video lectures and counting posted at Wild About Math!

**Cindy** presents two Itouch/Iphone number *line *applications in her blog Snappy Ed App Saturday in her blog love2learn2day.

If you don’t know what is Wolfram Alpha, then may it’s time for you read the 10 Fun Questions Kids can answer with Wolfram Alpha in their official blog site.

***

Thank you for reading. That concludes this blog carnival edition. Submit your blog article to the next edition of **Mathematics and Multimedia blog carnival **using our carnival submission form. Past posts and future hosts can be found on our blog carnival index page.

The September Carnival will still be posted here. The October Carnival will posted at Wild About Math!

Do not also forget to submit your articles to the following carnivals:

Please do not duplicate submissions.

**Please Help Promote the Carnival**

**Math and Multimedia Carnival is a baby carnival, so to bloggers whose article was accepted, it would be very much appreciated if you announce/promote the Math and Multimedia Carnival in your blogs. 🙂**

*******

**Photo Credits:**

*Carnaval Hammarkulin*2006 by danuqui,

*Two of Arts*by qthomasbower,

*This kid*by Hryck,

*Riemann Sum Convergence*by KSmrq,

*Number Too*by Jonboy Mitchell,

*Yellow Green Grosbeak*by tibchris,

*Day 2*by Mykl Roventine.

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HI there! We’d love to tell you about our blog – it’s http://www.2plus1family.ca

We’re a Canadian family who blog about our math adventures with our year old daughter. We include podcasts with experts and cute activity videos. Hope you’ll come and see us, and would love to appear on your site.

Aerin, you have a nice blog. You may want to submit some of your entries to the next math carnival. This will increase your number of hits. 🙂

I can promote your blog, but is it possible to exchange links?

And you have very lovely pictures. Can I use them in my later posts? I will acknowledge them, of course, and link them back to your post.

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Great research I must say(details and facts about the number 2)..impressive indeed..and yes the pictures are actually good..!!..Liked it..!

Thanks Dan. 🙂

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