Or search by topic
Well done to Elora, Thomas, Sarah and Katie at Ysgol Gynradd Dolgellau for their solution. Again, they took a very logical approach.
We estimated an age for Augustus to start and then tried different multiplying sums until we got to the answer.
40 \times 40=1600
50 \times 50=2500
45 \times 45=2025
44 \times 44=1936
43 \times 43=1849
We thought that if he was 43 in 1849 he was born in 1806 and was 65 when he died. We thought that was reasonable.
The only way we think that someone living now would be able to say it is if someone who was born in 1980 could say in 2025 that they are 45. A person who was 44 in 1936 would be 109 now and the oldest person we know of is only 101.
Class 7P at Loretto Junior School in Musselburgh, East Lothian also worked on this problem and used a similar method. They said:
10 \times 10 = 100AD so he would have been born in 90 AD
Then 70 \times 70 =4900 AD so he would be born in 4830 AD
Then 50 \times 50 = 2500 AD so he was born in 2450 AD
Then 40 \times 40 = 1600 AD so he was born in 1560AD
Then 43 \times 43 = 1849 AD
So he was born in 1806. If he was born in 1806 then de Morgan would be 65 when he died in 1871.
If you were 45 in 2025 you would be born in 1980 and so you would be 30 now like Euan's sister Caroline!
These squares have been made from Cuisenaire rods. Can you describe the pattern? What would the next square look like?
Cut differently-sized square corners from a square piece of paper to make boxes without lids. Do they all have the same volume?