Dear Lindsay

Now that I am getting on (I turn 70 today) I want to give you some of my money. I shall give you a sum each year, starting now. You can choose which of the following schemes you would like to use.

1. £100 now, £90 next year, £80 the year after, and so on.

2. £10 now, £20 next year, £30 the year after that, and so on.

3. £10 now, one and a half as much next year, one and a half as much again the year after, and so on.

4. £1 now, £2 next year, £4 the year after, £8 the year after that, and so on.

Of course, the scheme can only operate while I am alive. I look forward to hearing which scheme you choose, and why.

Sincerely

Aunt Lucy

This investigation comes from the 1989 Hertfordshire Information Technology Across the Curriculum (Mathematics and Data Handling) project document.

The Maths Class Of 9p, The Teacher Miss Whitaker

Wednesday, November 30, 2011

"I think the second one."

Miss Hopson, Little School For Stars

Thursday, February 16, 2012

"We like the first one."

Tina, 8c

Wednesday, September 19, 2012

"The second one."

Tom And George, The Grammar School

Wednesday, November 28, 2012

"We think it is the forth one."

Tom And George, HGS

Friday, November 30, 2012

"We Think that it is the third one, because life expectancy means she will say she lives ten years and 3 gives you the most money."

5EH WHCS, Aylesbury

Tuesday, December 11, 2012

"As a class, we agree that option 4 is the best solution because after 10 years, it's the most lucrative. Assuming she lives an average life expectancy!"

Year 5 Set 1, William Harding School

Monday, December 16, 2013

"We think that option 4 is the best because over a long period of time, you would receive £32,767.

Option 1 is the least profitable if she lives longer. However, this is the best option in the first 5 years.

5EH."

Ryan, APA

Tuesday, March 4, 2014

"I like the third one because you get a high amount getting slowly more."

Tishya, Garden International School

Tuesday, April 29, 2014

"I think it is the second one."

Kyle, Oxted School

Tuesday, July 11, 2017

"I think that No.1 is the most profitable if she lives longer however if she lives shorter No.1 I the best choice."