Friday, 4 December 2009

More on angles

Angles

Symmetry

Friday, 20 November 2009

Volumes and surface areas



Surface area of a cylinder (a circular prism)

Areas

Saturday, 17 October 2009

prime factors and product of primes



Friday, 9 October 2009

Numbers with an odd number of factors

We saw in the session that:

Prime numbers only have two factors {1 and itself}

eg

2 has {1,2}
3 has {1, 3}
5 has {1, 5}

Some numbers have an odd number of factors:
1 only has one factor {1}
4 has {1, 2, 4}
9 has three factors {1, 3, 9}

Can you find any other numbers with an odd number of factors?
What do these numbers have in common?

Odd, even, factors, multiples and primes

Here are the slides from the session:

Estimation and approximation

Here are the slides from the session:

Wednesday, 23 September 2009

The 7 x table





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