Friday, 22 January 2016
Friday, 15 January 2016
Tuesday, 5 November 2013
Factors, multiples and primes: online calculators
A prime factorisation calculator:
http://www.mathwarehouse.com/arithmetic/numbers/prime-number/prime-factorization-calculator.php
Murderous Maths has an HCF/LCM calculator:
http://www.murderousmaths.co.uk/books/bkmm4xlc.htm
http://www.mathwarehouse.com/arithmetic/numbers/prime-number/prime-factorization-calculator.php
Murderous Maths has an HCF/LCM calculator:
http://www.murderousmaths.co.uk/books/bkmm4xlc.htm
Thursday, 13 June 2013
Visual patterns
Via Fawn Nguyen:
http://visualpatterns.org/
- a library of patterns, with some great questions.
See also this thread on NCETM (the UK one): reading this (especially post 20) has inspired some of my favourite lessons on sequences.
http://visualpatterns.org/
- a library of patterns, with some great questions.
See also this thread on NCETM (the UK one): reading this (especially post 20) has inspired some of my favourite lessons on sequences.
Wednesday, 17 April 2013
Graphing stories
http://graphingstories.com/
Give out graphing handout (linked at top left of page).
15 seconds of video footage, looking at the change in a variable over time, repeated at half speed. Pause for pupils to draw the graph, then play for the answer.
Well worth using!
Give out graphing handout (linked at top left of page).
15 seconds of video footage, looking at the change in a variable over time, repeated at half speed. Pause for pupils to draw the graph, then play for the answer.
Well worth using!
Tuesday, 26 March 2013
Maths Busking
Maths Busking is, well, busking with maths: variety of mathematical delights to amuse and entertain passersby, performed by a growing number of volunteers. Nifty routines include Mind Reading and the Emergency Pentagon (ideal for cutting a pie, pizza or cake into five equal pieces).
Monday, 25 March 2013
What are the chances?
Tomorrow I am going to start off a probability topic by playing "Higher or Lower?", perhaps even picking names from a hat or using a random name generator. A card from a shuffled pack is turned over, and the participant has to work his or her way through the next 6-10 cards, deciding whether each card is going to be higher or lower than the one before. (Always best to set ground rules such as the worth of picture cards and whether aces are high or low before starting...) If the participant gets to the end correctly, she wins; if not, the person running the game wins.
A computer version can be found at Woodlands Junior School.
A computer version can be found at Woodlands Junior School.
Wednesday, 6 February 2013
Tuesday, 29 January 2013
Monday, 21 January 2013
Tuesday, 15 January 2013
Thursday, 22 November 2012
Hypothesis testing: practical activities
Wednesday, 21 November 2012
Quick response codes
Make a treasure hunt, provide a link to extension work, and more using QR codes:
http://teachery.net/how-teachers-can-use-qr-codes/
http://teachery.net/how-teachers-can-use-qr-codes/
Tuesday, 20 November 2012
Shared by one of my pupils - a song about finding the mean, mode and median of a set of data.
http://www.youtube.com/watch?v=QH2obAPwfqk
http://www.youtube.com/watch?v=QH2obAPwfqk
Friday, 28 September 2012
Thursday, 27 September 2012
Super-fast addition
Ask the class for two numbers, for example 3 and 5, and use these to generate 10 terms of a Fibonacci-esque sequence:
3, 5, 8, 13, 21, 34, 55, 89, 144, 233
Ask someone to add these up with a calculator while you add them up in your head.
What is the quick way to do this?
3, 5, 8, 13, 21, 34, 55, 89, 144, 233
Ask someone to add these up with a calculator while you add them up in your head.
What is the quick way to do this?
Wednesday, 26 September 2012
Folding polygons from A sized paper
Tuesday, 25 September 2012
Multiplication tricks, part one of many
Squaring a two-digit number ending in 5
The last two digits will always be 25.
To get the first digit(s), take the tens digit of your number and multiply it by the next integer.
Example: 452
To get the first two digits, multiply 4 by 5 (the next consecutive integer) to get 20. Last two digits are 25. So
The last two digits will always be 25.
To get the first digit(s), take the tens digit of your number and multiply it by the next integer.
Example: 452
To get the first two digits, multiply 4 by 5 (the next consecutive integer) to get 20. Last two digits are 25. So
452 = 2025.
Monday, 24 September 2012
Dubious proofs, part two
Theorem:
A cat has nine tails.
Proof:
No cat has eight tails. A cat has one tail more than no cat.
Therefore, a cat has nine tails.
(from Math Humor)
A cat has nine tails.
Proof:
No cat has eight tails. A cat has one tail more than no cat.
Therefore, a cat has nine tails.
(from Math Humor)
Friday, 21 September 2012
Magic mindreading maths tricks
A brilliant way to practise numeracy and algebra!
"I think of a number... add 5... double the result, subtract three.. now take away twice the number you first thought of... what have you got?"
See all over the internet (!) and http://www.iwbmathstraining.co.uk/index.php?option=com_2j_tabs&Itemid=24 (A9: Number Magic)
"I think of a number... add 5... double the result, subtract three.. now take away twice the number you first thought of... what have you got?"
See all over the internet (!) and http://www.iwbmathstraining.co.uk/index.php?option=com_2j_tabs&Itemid=24 (A9: Number Magic)
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