When my son Nick was seven years old, he told me, "Hey Dad, if the world was the size of a basketball, our house would be as big as a flea's flea!"

I was stunned at this incredible display of Proportional Thinking. While I thought to myself that our house would actually be the size of a flea's, flea's, flea... I also thought "Hey, full credit for a seven year old."

This demonstration of a "sense of scale," placing our home in proportion to a basketball sized world, was setup by verbal questions I asked Nick that involved proportional thinking. At the same time, I helped him develop strong

Imagine an amusement park filled with all sorts of rides, clowns, arcades, food - the works! Now along with that, place a carrousel, ten times bigger than every other attraction, somewhere into this amusement park. It would completely stand out because it would be out of proportion.

Understanding these concepts involves a working knowledge of Proportional Thinking.

Proportional Thinking is "thinking in accordance to amount." The amount of one thing can be adjusted according to the amount of something else. Many kids have a difficult time visualizing proportionally. This is because they need to be able to develop a mental image of a

If you put a dime in a machine and get 2 pieces of gum, how much would you have to put in to get 6 pieces?

If 3 tennis balls cost two dollars, how much will 12 balls cost?

What part of 12 is 4? What part of 100 is 25? What part of 1,000 is 10?

Number Sense does not happen by accident. It must be carefully instilled and nurtured by teachers and parents. Parents, a couple of minutes spent on one or two questions a day will pay off in terms of mathematical growth in the long run. Ask questions on the way to and from school, at the market, and in such unlikely places as an amusement park!

Be aware that ‘sense' is understanding things in context, as in the carrousel example above. Context provides a framework of ideas and information that can be used in a meaningful way. Now that we understand the components of Number Sense: C

I was stunned at this incredible display of Proportional Thinking. While I thought to myself that our house would actually be the size of a flea's, flea's, flea... I also thought "Hey, full credit for a seven year old."

This demonstration of a "sense of scale," placing our home in proportion to a basketball sized world, was setup by verbal questions I asked Nick that involved proportional thinking. At the same time, I helped him develop strong

*mental math*skills (we'll dig deeper on this in another post). Let's take a look at some more examples.Imagine an amusement park filled with all sorts of rides, clowns, arcades, food - the works! Now along with that, place a carrousel, ten times bigger than every other attraction, somewhere into this amusement park. It would completely stand out because it would be out of proportion.

Understanding these concepts involves a working knowledge of Proportional Thinking.

Proportional Thinking is "thinking in accordance to amount." The amount of one thing can be adjusted according to the amount of something else. Many kids have a difficult time visualizing proportionally. This is because they need to be able to develop a mental image of a

*sense of proportion*- "a sense of scale. "**Some sample questions you can ask your kids are as follows:**If you put a dime in a machine and get 2 pieces of gum, how much would you have to put in to get 6 pieces?

If 3 tennis balls cost two dollars, how much will 12 balls cost?

**A sense of scale can be activated by asking the following:**What part of 12 is 4? What part of 100 is 25? What part of 1,000 is 10?

Number Sense does not happen by accident. It must be carefully instilled and nurtured by teachers and parents. Parents, a couple of minutes spent on one or two questions a day will pay off in terms of mathematical growth in the long run. Ask questions on the way to and from school, at the market, and in such unlikely places as an amusement park!

Be aware that ‘sense' is understanding things in context, as in the carrousel example above. Context provides a framework of ideas and information that can be used in a meaningful way. Now that we understand the components of Number Sense: C

*ounting,*W*holes and*P*arts, and*P*roportional*T*hinking*, let's begin using our Number Sense!