How many people think maths is fun? My guess would be not many; but I believe as with anything, it can be

*made*fun. Maths is all about solving problems right from the basic up to the very complicated. If maths could seen more as doing puzzles and challenges, then perhaps it would have more appeal.

__Puzzles and Challenges make Maths fun__I have already written about the Japanese KenKen puzzles which work on that theory that puzzles are fun, and help kids to develop their mathematical skills that way.

Maths can be made fun through games like Yahtzee, Monopoly and Top Trumps, use of numbers in cooking, and fun challenges. I was once looking after a friend's kids and had to take them grocery shopping with us. I set the kids a challenge to keep them occupied while I concentrated on my shopping list! In pairs they had to add up how much the shopping cost in total as we went around. Whichever team was closest to the correct answer at the end won. They loved this challenge and when their mum came to collect them they told her how much fun they'd had food shopping! Who would have thought?

The key to getting kids to like maths, is the same as anything - make it fun, make it different, make it a challenge. Learning maths methodology then doing lots of example problems to practice and drill the method is one way to learn - and I do agree it has its place. Repetition is important in maths to gain skill and to be able to do things more easily, which will in itself make maths more enjoyable (the easier something is, the more likely you are to enjoy it). But there has to be more to maths than endless repetitive sums!

__What we are doing__I started out a few months ago, setting maths problems for our daughters, with a reward in a locked box that could only be opened by the combination number of the solution to the maths problem.

You can read about that here.

The girls enjoyed this, so it grew into a maths advent calendar for Christmas, and now I've had to add an extra box so that they have one each and it's become part of their morning routine to solve a problem and unlock their boxes.

Many of the problems I use for these boxes are from the Maths Olympiad challenge that both girls have participated in at school.

__Maths Olympiads__
Both our daughters have participated in Maths Olympiads over the past few years at school. It's a 'competition' designed to teach major problem solving strategies and build mathematical intuition in school kids.

The kids get practice at school in lunch times, and then over the year there are 5 Olympiad tests, each of which consists of 5 questions with around half an hour to solve them in.

The best part of this Maths Olympiads for me is the problem solving practice it gives the students. They learn to use trial and error, estimation and logic to find the answers. The questions are more than just maths problems, they are challenges and puzzles.

Yes, they do use their mathematical skills to add, subtract, multiply, divide, and make various calculations; but they also learn some nifty mathematical 'tricks' and shortcuts.

For example..

To add consecutive numbers from 1 upwards, take the final number, multiply it by the next consecutive number and divide your answer by 2.

eg: 1+2+3+4+5= (5 x 6) divided by 2 = 15

Or here's another one my younger daughter taught me:

How to know if any number is divisible by 3:

Add the individual digits and if their sum can be divided by 3, then the original number can be too.

eg 462 4 + 6 + 2 = 12 , which can be divided by 3, so 462 can be too!

There are other divisibility rules which can be found here.

By setting these problems each night I'm learning more myself and also enjoying the challenge of solving the puzzles!

__A very tricky problem__
When I found this 'viral maths problem' on the internet from last year's Singapore Maths Olympiad, I had to give it a try! It is aimed at Singaporean High School students, and is

*meant*to be a difficult one.
Here is the problem:

Albert and Bernard just became friends with Cheryl, and they want to know when her birthday is. Cheryl marks 10 possible dates: May 15, May 16, May 19, June 17, June 18, July 14, July 16, August 14, August 15, or August 17.

Then Cheryl tells Albert the month of her birthday, but not the day. She tells Bernard the day of her birthday, but not the month. Then she asked if they can figure it out.

Albert: I don't know when Cheryl's birthday is, but I know Bernard doesn't know either.

Bernard: At first I didn't know when Cheryl's birthday is, but now I know.

Albert: If you know, then I know too!

When is Cheryl's birthday?

Tricky isn't it?

Well if you can't figure it out - here's a video to explain how you get the answer:

I had to listen to this and read other explanations a few times before I really understood how to work out the answer!

__Make Maths Different and Fun!__Maths as we think of it traditionally - that is 'numbers' can be found in so many aspects of our daily life from shopping and cooking, to bills and banking. But problem solving is so much more than a maths skill. It's a life skill that will prove a valuable asset to our kids if we get them to practice and enjoy puzzles and problem solving from a young age.

We will continue to look for and take advantage of opportunities to help our kids to develop these skills - whether that be Maths Olympiads or games and puzzles.

Do you know any other ways to make learning maths fun?

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