In Maths we have been learning about different strategy and how to do the differnt strategy and which stratiges are quicker and faster to use for us. I am on Stage 6. I am working on what strategies I do use that are quicker. At the end of this year I want to be able to show different stratages to what I knew before.
Big Idea:
The strategys that I used were Trial and Error, Reversibility, Borrowing and Equal Additions.
Questions and My Answers:
1) Trial and Error
345+289=
300+200=500
40+80=120
9+5=14
=634
2) Borrowing
215
- 155
____________
=060
3) Equal Additions
289+137=
290+138=
200+100=300
90+30=120
+8=128
=128
4) Reversibility
289
- 155=
155+_____=289
+5=160 +40=200 +80=280 +9=289
______________________________
155 289
80+40=120
+9=129
+5=134
=134
Feedback/Feedforward: Wow Amy! You have a really good rage of strategies. I can really tell that you were practising a lot and thinking a lot when you were writing down the answers. One question: "What other strategies do you think might be the best choice for an equation?" Oh, and what I think you need to work on is to add more detail while recording what work you have done. -Aye
Evaluation: I think I have done a great job with my Maths but I really think I could work on showing differnt stratages next time and I could add more detail about what I am showing you.
Thanks for your honest evaluation Amy - yes, Stage 6 is all about choosing the most efficient strategy depending on the relationship between the numbers. We want to see Equal Additions, Place Value Partitioning, Reversibility and Rounding & compensating.
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