Students Love Singapore Math!

Last May, third graders at a school in Minnesota wrote me some letters. Their school started with a Singapore Mathematics curriculum in the fall and they were just completing their first year working with the materials. I’m told that students weren’t “required” to write these.  ?

Enjoy!

 

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Word Problem Wednesday – Tanks

Word Problem Wednesday was such a hit, we’re going to continue through the year!

This problem comes from Problem Solving Beyond the Classroom Primary 3 by Bernice Lau Pui Wah, published in 2013 by Marshall Cavendish International (Singapore) Private Limited. 

Tank A has a capacity of 1 l 820 ml. Tank B has a capacity of 860 ml less than that of Tank A but twice as much as Tank C. Find the Capacity of Tank C.

Submit your solutions and we’ll post all interesting strategies.


Last month’s problem came from Primary Mathematics Intensive Practice 6A published in 2004 by SingaporeMath.com Inc.

There were 75% more adult passengers than children on a bus.  After 1/2 of the children had gotten off at a bus stop, there were _______% more adults than children left on the bus.

How did you do?

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Word Problem Wednesday – Passengers

Word Problem Wednesday was such a hit, we’re going to continue through the year with one problem a month.

This week’s problem comes from Primary Mathematics Intensive Practice 6A published in 2004 by SingaporeMath.com Inc:

There were 75% more adult passengers than children on a bus.  After 1/2 of the children had gotten off at a bus stop, there were _______% more adults than children left on the bus.

Submit your solutions and we’ll post all interesting strategies.


The problem posted August 30th came from Primary Mathematics Challenging Word Problems 6 by Joseph D. Lee, published in 2006 by Panpac Education Private Limited.

The number of Jason’s cards and the number of Frederick’s cards are in the ratio of 5:8. The number of Frederick’s cards and the number of Steven’s cards are in the ratio of 4:3. If Jason has 18 fewer cards than Frederick, how many cards does Steven have?

Intrepid reader Shirly Davis sent in her solution:

Whew! How did you do?

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Structuring the Math Day

One of the questions I get most often is:

How do I use the materials with my Singapore Math curriculum and fit it all into an hour math block?

First off, kudos to your school for setting aside an hour math block for your youngest learners! Through math instruction, students will gain the skills and thought processes necessary to solve problems. Math needs to be given a priority in the schedule. Following is one of my favorite quotes from Dr. Yeap Ban Har, author, and contributor to several Singapore Math style curriculum.

“We are not teaching math. We are teaching thinking through the medium of math.”

What should I include in my lessons?
  • Ongoing cumulative review
  • Direct instruction
  • Guided practice
  • Independent practice
How much time should I spend on each component?

10 minutes – Ongoing Cumulative Review
20 minutes – Direct Instruction
30 minutes – Guided and Independent Practice

What does each component consist of?
Ongoing Cumulative Review (10 minutes)

According to Steven Leinwand, in his book Accessible Mathematics: 10 Instructional Shifts that Raise Student Achievement, in every classroom there should be signs of: 

A deliberate and carefully planned reliance on ongoing, cumulative review of key skills and concepts.

As you teach concepts, you will want to include them in your ongoing cumulative review. With such an emphasis on mental math strategies and the development of number sense, mental math should play a major role in your daily review.

Mental Math can be practiced through the use of:

Direct Instruction (20 minutes)

  • Teacher directed (follow the plan in the Teacher’s Guide)
  • Through student exploration (also known as, an Anchor Task)

Guided Practice (30 minutes combined with Independent Practice)

  • Textbook problems can be worked:
    • Whole group answering problems on individual whiteboards,
    • With partners working through problems together, or
    • Individually

Independent Practice (30 minutes combined with Guided Practice)

  • Workbook problems
    • As home enjoyment
    • As classwork
  • Fluency practice

Comment below with your questions or concerns about structuring your math day!

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Throwback Thursday – Direct from the classroom: Challenges & Successes with Singapore Math implementations

For our final post this summer, we thought it would be interesting to look at other challenges schools face in their adoptions. When I re-read a post from the past I always take away something different because I am in a different place with my own experience. Perhaps you are as well!


Direct from the classroom: Challenges & Successes with Singapore Math implementations

Originally published 12/1/2012

Some teacher challenges & successes with Singapore math one year or three months after adopting the program are below. Click to see larger images.

During follow-up in-services, I like to have teachers meet in grade level groups and spend time discussing the challenges and successes they have had thus far with their teaching of Singapore Math. Each grade level is then asked to list these challenges and successes on a poster and share with the group as a whole. This allows us time to compare and share lessons from the content fresh on their minds.

There is so much challenge the first year when implementing a new curriculum, it’s helpful to take a few moments to reflect on how many successes the teachers and students have had. These posters then guide subsequent teacher learning as we focus on the concepts that they are finding challenging.

 

 

 

 

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