I'm Bon Crowder and the photos above are both of me - in 1989 and today. I'm a Generation X mom of Generation Z kids.

I began peer tutoring in high school in 1984. MathFour.com is the 2015 version of me helping peers be comfortable in math.

If you're a Gen-X parent, you're in the right place!

# Tag Archives: geometry

### Project Based Learning Idea – The Zipit Monster Pouch

I got a nifty gift yesterday from one of my tutoring clients. It’s a pencil case. But not just any pencil case. It’s made of one giant continuous zipper. Check out my Zipit Monster Pouch:

As I was enjoying it, I began wondering a couple of things:

1. What would it look like opened up?
2. How long would it be opened up?

### There are two ways to solve the problem.

The temptation is to just unzip the thing and look. And indeed, that would be one way to answer my questions.

But if something like this hits your math class, consider approaching it “the hard way.”

What we know:

• Totally flat, the monster is 8.75 inches long and 4 inches wide.
• The diagonal from corner to corner is 9 inches.
• On each side, you can count 7 diagonals of zipper.

What we might need to know:

• What’s the angle of the diagonals?
• How does the zipper wrap around?

What might be fun to figure out:

• If I wanted a coin purse like this, how much zipper would I need?
• If I wanted a shoulder bag like this, how much zipper would I need?

### Can you use it as a lesson?

If you propose the questions to the class, can you use it as a Project Based Learning activity? There’s some serious geometry going on here!

### 4 Responses to Degrees in a Circle – Why 360?

1. You can share that idea with your students because it is geometrically pretty, and you can choose to like any historical explanation, but keep in mind that the Summarians used sexgesimal notation well before the Babylonians (from whom they obtained it).
More importantly, the Chaldeans routinely made and preserved examples of solar and lunar eclipses dating as early as 652 BC. They also calculated the recurrence of these events in periods, synodic months, with a span of about 29 1/4 days. By the first century BC they had conceived the zodiac recognizing major star patterns that moved in approximately monthly cycles across the heavens. Hence a period of 12 synoptic months.
The base sixty system was coincident with the emergence of the 360 day year, but your suggestion would have more likely led to a zodiac like method of 6 periods, not twelve.

• Bon says:

Wow, Pat. Thanks for the information!

2. The Babylonians knew the length of the year to be 365.25 days so anyone who claims that days-in-a-year had anything to do with it is a moron. They were quite competent at mathematics.

Far more likely is the idea that 360 is a really nice number, a highly composite number.

For people who worked with fractions instead of decimals, and who needed to subdivide a circle into many different sizes of piece (24) with integer sizes, 360 is the best choice.

• Bon says:

I’m not sure if they should be called morons…

But since you are the Curmudgeon, we’ll run with it. ðŸ˜‰

Thanks for stopping by!

### Fahrenheit to Celsius – Graphically!

The conversion from Celsius to Fahrenheit and back again can be strange. One way to understand it is on a graph. And you can use this to teach some linear algebra too! Continue Reading

### 3 Responses to Fahrenheit to Celsius – Graphically!

1. aRandomGuy says:

Cool

• Bon says:

Thanks, Random Guy!

2. ed birk says:

what i’m trying to noodle through is 1) why do they mirror each other at 45 degrees x=y and 2) why do they converge at about -40 degrees? why that point rather than zero? Can you help?

Have you ever tried to make a paper box? It’s a challenge to design, but fun to make with this easy template. And if you teach math, you can use the discussion questions in your lesson! Continue Reading

### How to Introduce Function Transformations

Do you teach transformations? Are they tough to introduce? Try this activity! Continue Reading

### One Response to How to Introduce Function Transformations

1. I am very pleased with my students’ work in this unit. Thank you, Bon, for your prompt assistance via Twitter.

### Facebook Violations – Doing the Math

It seems like Facebook has a lot of rules. And you can use these to teach area and percentages – both aligned with the Common Core State Standards! Continue Reading

### The Geometry behind Folding Fitted Sheets

I’m obsessed with folding fitted sheets. Maybe that’s because there’s so much geometry in it. After all I fitted sheet is a concave irregular dodecagon! Continue Reading

### Geometry and Fractions for Breakfast

Check out how you can make a really cool breakfast treat and reinforce the concepts of geometry as well as fractions with your children. Continue Reading

### Math with the Short Order Dad – And His Handy-Pal Pan Scraper!

The Short Order Dad uses the Handy-Pal Pan Scraper as a business card. It’s a square with rounded corners â€“ each with a different radius! Continue Reading

### One Response to Math with the Short Order Dad – And His Handy-Pal Pan Scraper!

1. T. says:

Bon, have I mentioned lately how much I love you? You noticed… and then you drafted… and then you calculated! Big X’s and O’s to you, you Math Maven

### Seeing Rectangles in Rapunzel's Hair

I would never have seen this rectangle – but K8 noticed it! Continue Reading

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