Podcasts of More or Less are available via the Radio 4 website:
http://www.bbc.co.uk/podcasts/series/moreorless
Some great demonstrations of how statistics can be used to answer questions and solve problems.
Wednesday, 12 September 2012
Tuesday, 11 September 2012
Make a scratch-off card
A tutorial for making scratch-off cards (like lottery scratch cards):
http://artmind-etcetera.blogspot.co.uk/2009/05/how-to-make-scratch-off-lottery-tickets.html
Would be fab for a treasure hunt or for generating interest at the beginning of an activity...
http://artmind-etcetera.blogspot.co.uk/2009/05/how-to-make-scratch-off-lottery-tickets.html
Would be fab for a treasure hunt or for generating interest at the beginning of an activity...
Monday, 10 September 2012
Secret function: what's my rule?
This is based on a UK Mathematics Trust activity from the Team Maths Challenge.
Draw an input/output table on the board. Choose a function, but don't disclose it!
Fill in several non-consecutive 'input' numbers in the table. For one or two, write down the corresponding output (using your secret function).
Ask pupils for the output numbers, one input at a time. They should not disclose the rule. If they are correct, write it down and move on to the next input. If they get it wrong, ask the next student to have a go.
After several correct numbers, ask for the secret rule.
Draw an input/output table on the board. Choose a function, but don't disclose it!
Fill in several non-consecutive 'input' numbers in the table. For one or two, write down the corresponding output (using your secret function).
Ask pupils for the output numbers, one input at a time. They should not disclose the rule. If they are correct, write it down and move on to the next input. If they get it wrong, ask the next student to have a go.
After several correct numbers, ask for the secret rule.
Friday, 7 September 2012
Transformation golf
A favourite of our maths department!
http://www.mathsonline.co.uk/freesite_tour/gamesroom/transform/golftrans.html
http://www.mathsonline.co.uk/freesite_tour/gamesroom/transform/golftrans.html
Thursday, 6 September 2012
Dubious proofs, part one
Let
Then
Let x = y = 1, so
Convinced?
x = y
Then
x2 = xy
Subtract y2:
x2 - y2 = xy - y2
Factorise:
(x + y)(x - y) = x(x - y)
A bit of cancelling gives us
x + y = x
Let x = y = 1, so
1 + 1 = 1
Convinced?
Wednesday, 5 September 2012
Random name picker
From Classtools, this nifty device allows you to input a class list and then choose a name at random.
http://www.classtools.net/education-games-php/fruit_machine
http://www.classtools.net/education-games-php/fruit_machine
Tuesday, 4 September 2012
1089
Via Cut-The-Knot, a magic trick from David Acheson:
http://www.cut-the-knot.org/Curriculum/Arithmetic/S1089.shtml
http://www.cut-the-knot.org/Curriculum/Arithmetic/S1089.shtml
- Take a three digit number (e.g. 602).
- Reverse it to get another three digit number: 206.
- Subtract the smaller from the larger: 602 - 206 = 396.
- Reverse this number, and add it to the answer obtained: 693 + 396 = 1089.
- Now try with another three digit number. What do you notice?
- Can you explain it?
- Are there any numbers for which it doesn't work? Why not?
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