Archive for the ‘Mad Mad Maths Fun in the Classroom’ Category
April 27, 2013
Mathspig is sooooooo excited
about reaching:

To celebrate 500,000 or 5×105 hog hits
and to continue showing mathspiggies everywhere
that maths is fun
and relevant to all
Mathspig presents
The MATHEMATICAL
CABINET OF
500,000
CURIOSITIES!!!
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If you took a sample of
500,000 US teens
how many DO YOU THINK fall
asleep at school
at least once a week?

You will find amazing US teen stas here:
28% report falling asleep once a week
500,000 x 28/100
= 140,000
Snoring to the left of you. Snoring to the right of you. You are not alone.
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What volume of coke is there in 500,000 cans?

Coke can vol = 355 ml = 12 fl oz
500,000 x 355 = 177,500,000 ml
= 177, 500 l = 177.5 m3
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An average bath uses 150 litres water per bath.
How many bathtubs would 500,000 cans of coke fill?
177,500/150
= 1,183 baths in coke!!!
Hey mathpiggies, wanna bubble bath? You’d be tickled pink.
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In a crowd of 500,000 how many people
would have their birthday
on the same day as yours?

There are 365 days in the year so the probability of anyone having their birthday on the same day as you (ignoring leap years) is:
1 in 365 or 1/365.
In a crowd of 500,000 the number of people who have a birthday on the same day as you is most likely:
500,000 x 1/365 = 1,370
That’s a lot of birthday cake!!
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How heavy is $500,000 dollars?

Australia:

Wt Aus $1 coin = 9.0 g
If the bank gave a bank robber $500,000 in $1 coins it would weigh:
500,000 x 9.0 = 4,500,000 g
= 4,500 kg = 4.5 tonne
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UK:

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Wt UK £1 coin = 9.5 g
500,000 x 9.5 = 4,750,000 g
= 4,750 kg = 4.75 tonne
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USA:

Wt US $1 coin = 8.1 g
500,000 x 8.1 = 4,050,000 g
= 4,050 kg = 4.05 tonne
You will find all you need to know about the size and weight of US coins and notes here.
$500,000 in $1 notes would only weigh
11 lb or 5 kg.
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So, um, bank robbers do the maths!!!!!!!!!!!!!!!!!!
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How far would you walk in 500,000 steps?
We’ll assume you take a big step of 1m.

So 500,000 m = 500 km.
A comfortable walking rate is 5 km/hr.
How long would it take you to walk 500 km without a break?
500/5 = 100 hrs.
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How long would it take the Bugatti travelling at top speed – not including refueling time – to clock up 500,000 km?
500,000 /429 = 1165.5 hr
= 48.5 days
The speed of an average sized commercial passenger plane ≈ 500 mph 0r 800 kph or
≈ twice the speed of the Bugatti.
So it would take a passenger plane approx 24 days to travel 500,000 km.
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How long would it take you to count to 500,000?

Assuming you count at the rate of 1 per second the time it would take is 500,000 seconds.
500,000/ 60 = 8333 mins = 833/60 hrs
= 13.88 hrs or 13 hrs 53 mins
Come on! You could do that mathspiggies!!!!!
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In a group of 500,000 US teens how many are serious cave dwellers or, to be more accurate, how many spend less than 3 hrs a week outdoors?
It is an amazing 30.1%.
500,000 x 30.1/100
= 150, 500 creatures of the gloom.
Come on you teen gloomagogs get outdoors. You need the sun. You need the Vitamin D.
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How many calories in 500,000 m&ms?
There are an amazing 400 million m&ms produced everyday in the US. One m&m weighs 0.7g.
And calories in 1 m&m = 3.4 cal
500,000 m&ms weigh:
500,000 x 0.7 = 350,000 g
= 350 kg
As 400 million or 8 x 500,000 m&ms are produced each day, that is 8 x350 kg or 2800 kg or 2.8 tonne.
Calories in 500,000 m&ms is:
500,000 x 3.4 = 1, 700, 000 Cal

As the average consumptionof chocolate in the US is 5.18 kg per year eating 500,000 m&ms would take:

350 kg/ 5.18 kg
= 67.6 years!!!!!!!!!!!!!!!!!!!!!!!!
You better get going!!!!!
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Blink rates vary but the average blink rate in a laboratory setting for a human is 10 blinks per minute.
How long would it take for you to blink 500,000 times?
500,000/10 = 50,000 minutes
= 50,000/60 hrs = 833.3 hrs
= 833.3/24 = 34.7 days
= 34 days 17 hrs 17 mins
But don’t think it or you’ll go blink crazy!!!!
Posted in %, Arithmetic, Base 10, decimals, graphs, Junior School, Mad Mad Maths Fun in the Classroom, Middle School, probability, statistics, Uncategorized | Tagged Can you take a bath in coke?, Extension Maths for Middle School, Fun Maths Questions, How big is 500.000?, How fast do we blink?, How heavy is $1 million?, How many cans of coke to0 fill a bathtub?, How many litres in the average bath??, How many m&ms can you eat?, Kerry Cue Blog, maths fun, mathspig blog, Meland by Kerry Cue, What's the fastest car in the world? | Leave a Comment »
April 9, 2013
Maths-is-Awesome Activity
Fabulous Mathematical Chairs
Skill: Arithmetic, geometry, measurement
Level: Junior, Middle School
Here are two brilliant ways of using maths to create something awesome. Firstly, using fantubes, you can build a chair.
You would have to work out how many fantubes you need. Measure up a standard armchair and then divide the width and depth by the diameter of the fantube.
Or you could just count the number of fantubes in this picture. More info here. Then – this is the PR bit – invite the School Principal into Maths Class to sit on the chair. Will your principal have faith? Or chicken out?

Secondly you could make this folding cardboard chair.


More info here.
It would be fabulous if every student made a cardboard chair and then you went into the school yard for a lesson!!!
That would get attention.
To make it more fun, how about adding a cardboard teacher!!

Posted in geometry, Middle School, Year 7 mathspig, Year 9 Mathspig | Tagged Add fun to maths, Build your own cardboard chair, Cardboard chair, Crazy math, Creative Math, Fun in maths class, Geometric chair, Geometry project, Middle school maths project | Leave a Comment »
April 9, 2013
Posted in geometry, Middle School, units length, Year 9 Mathspig | Tagged 3D diamond, Amazing Middle School Math Challenge, As the cardboard crow flies, Bartek Elsner Art, Bartek Elsner Crow, Bartek Elsner Radio, Build a Diamond Model, Build your own diamond, Cardboard art, cardboard diamonds, Diamond Math Project, Fun middle school maths activity, Fun middle school maths project, Geometric crow, How to fold a paper diamond, paper diamonds | Leave a Comment »
April 9, 2013
Maths-is-Awesome Activity
Ellipsoid Collipsoid
Skill: Geometry, scale, ratio, conic sections, ellipses, parabolas, hyperbolas and more.
Level: Senior School

Senior maths students are busy, mathspiggies. But insipration energises.
Mathspig was amaaaaaazed by these cardboard models were made by Martin Schilling because he made them in 1901. This was long before computers made the job easier. More info here.This is what a car looked like in 1901.

If Martin Schilling could make these Conic Sections, so can any senior student. You will find Conic Section diagrams and equations here.
Could you do this mathspiggies?
Make a conic section in 3D?
Posted in graphs, Hyperbolas, Parabolas, Senior School, Year 12 mathspig | Tagged Cardboard Conic Sections, Cardboard Ellipsoid, Cardboard Hyperbola, Conic Section Activity, Conic Sections, Ellipse, Hyperbola, Parabola, Senior Maths Challenge, Senior Maths Project | Leave a Comment »
April 9, 2013
Maths-is-Awesome Activity
Build Your Own Death Star
Skill: Geometry, scale, ratio, measurement
Level: Junior & Middle School

It all begins with a dodecahedron. You can make your own dodecadren with pattern here.

How big can you make your dodecaderon?
But wait … there’s more
This is a Stellated Dodecahedron. Tricky. Tricky Tricky. You can find a template for this amazing Stellated dodecahedron here. Yes! You can build your own DEATH STAR. DA-da Da! (Creepy Music)

Posted in geometry, Middle School, units length, Year 7 mathspig, Year 9 Mathspig | Tagged Build YOur Own Death Star, CArdboard Death Star, Do do a docecahedron, Dodecahedron template, DYI Dodecahedron, Stellated dodecahedron | Leave a Comment »
April 9, 2013
Maths-is-Awesome Activity
Wrangle an Orderly Tangle
Skill: Geometry, scale, ratio, measurement
Level: Junior & Middle School


There are some wonderful projects at Mathscraft. But one students of any age will enjoy is creating an orderly tangle of triangles below. You can find a PDF template download for thise triangles @ the Mathscraft link above.

And this Orderly Tangle of 4 Triangles can be made on any scale from cute earrings to ORDERLY MONSTER TANGLE. Go wild mathspiggies.

Posted in geometry, Junior School, Middle School, Ratio, units length | Tagged An orderly tangle of 4 triangles, An orderly tangle of triangles, Cardboard math, Fun math activity, Fun math project for Middle School, How to make an orderly tangle, Make your own orderly tangle, Math construction project, Math project for junior school, Maths activites for year 9, Orderly tangle math, What's an orderly tangle? | Leave a Comment »
April 9, 2013
Posted in Arithmetic, geometry, Junior School, Middle School, symmetry, units length, Year 7 mathspig, Year 9 Mathspig | Tagged Buckminster Fuller, Bucky Ball Structure, Build your own igloo, Cardboard igloo, Different igloo models, Fun math project for Middle School, Geodesic Domes, GEometric Igloos, Giant math project, Igloo based on hexagons, Igloo based on triangles, Life-sized igloo | Leave a Comment »
April 9, 2013
Maths-is-Awesome Activity
Cardboard Labyrinth
Skills: Graphing, modelling …. mostly generates inspiration
Levels: Any

Brazilian architect Carlos Teixeira created an incredible labyrinth made entirely from layered recycled cardboard for the 29th International Biennial in Sao Paulo.
More info here.
Labyrinths are mysterious. And mathspiggies, look at that lovely parabola. Making a labyrinth on this =scale may be beyond the resources of a maths class … but then again some imagination and some maths skills and voila:

In phase one of the project 240 students at Kingsford Primary School in Aberdeen used interconnecting materials to design and build a labyrinth inspired by the story of Icarus.
More info here.
Posted in graphs, Junior School, Middle School, units length, Year 7 mathspig, Year 9 Mathspig | Tagged Big math project, fun math for middle school, Fun middle school math project, Inspiring math project, Labyrinth, Make a labyrinth, Make maths fun, Make your own labyrinth, Math Labyrinth, Middle School Maths Labyrinth, What does labyrinth mean? | Leave a Comment »
April 9, 2013
Maths-is-Awesome Activity
What the World Needs Now is More Parabolas

Skills: Graph, scale, measurement …. balancing that last cardboard section.
Level: Middle & Senior School
If you cannot make it to MOMaths Maths Museum in NY for a Mad Maths Monday, then you can run a Mad Maths Monday in your own class.
Build your own giant parabola out of cardboard.
We’re being awesome
We’re thinking big.
Make it big enough to arch over the front door of the school.

Posted in Middle School, Parabolas, Senior School, Year 9 Mathspig | Tagged Build Your own Cardboard parabola, Build your own giant parabola, Cardboard parabola, Crazy Maths, Fun activities for middle school, Fun activity for middle school, Mad Maths Monday, Make math awesome, middle school math project, MoMaths Activity, MoMaths Museum, Senior school math project | Leave a Comment »
April 9, 2013
Maths-is-Awesome Activity
Build Your Own Battleship
Skills: geometry, measuring, angles, construction and engineering
Years: Middle School
You will find your inspiration here:

Different maths classes build their own cardboard boats. Call for volunteers and then stage a race in a local pool.
Heaps of fun.
Good PR for maths. And some schools do it already.
Posted in Area, Arithmetic, geometry, Junior School, Middle School, symmetry, units length, Year 7 mathspig, Year 9 Mathspig | Tagged Batles ship Maths, Build your own cardboard battleship, How ot inspire maths students, Make maths awesome, Math Battleships, Maths fun in middle school, middle school maths fun | Leave a Comment »