Learning Journey

Showing posts with label math. Show all posts
Showing posts with label math. Show all posts

Monday, 19 June 2017

My multiplication progress



Kia ora
Here is my multiplication progress for this year. In Term 1 I still had to learn my 7x8x9x tables so I was on Level 3 Stage 6.
In Term 2 I knew my 7x8x9x so now I have moved up to Level 4 Stage 7. I feel good but I need to keep learning because I still don’t know my 11x and 12x tables.

My basic facts progress



Kia ora
Here is my basic facts progress for this year. In Term 1 I was working on Stage 6 and I got a score of 29
57/60. In Term 2, my basic facts score for Stage 6 was 60/60 so my teachers said I was ready for Stage 7. So, I did the Stage 7 test and got 29/45. There is some hard stuff on Stage 7 but I’m lucky because we have some expert kids in Team Moana who can help us.




Stage 5 - EA
Term 1
Term 2
Term 3
Term 4
Groupings within 100




Hundreds adding to 100




Addition Facts to 20




Subtraction Facts to 20




Multiplication Facts (2,5,10)




Division Facts (2,5,10)





Stage 6 - AA
Term 1
Term 2
Term 3
Term 4
Groupings within 1000
8
10


Addition Facts to 20
10
10


Subtractions Facts to 20
10
10


Multi & Division Facts (2,5,10)
10
10


All other Multiplication Facts
9
10


All other Division Facts
10
10




Stage 7
Term 1
Term 2
Term 3
Term 4
All Multiplication Facts

10


All Division Facts

8


Fraction to Decimal to %

4


Squares and Square Roots

7


Factors and Multiples

0


Prime Numbers

0


Friday, 12 May 2017

Mult facts

hello today im showing you my mult facts. here they are.

Friday, 17 February 2017

Expanded notation

Kia Ora
For maths this week we have doing Expanded Notation of Decimals. This a video that Monshay, Freedom and I did of Expanded Notation of Decimals.

Friday, 9 December 2016

Strategy Stage 6 Advanced Additive part 3



Strategy Stage 6 Advanced Additive
FRACTIONS: using multiplication and division strategies
This is what I can do
and
what I can’t do yet.    Lukas   Term 4 2106
Find fractions of whole numbers
Example:
¾ of 24 = ?
If all of this equals 24, how much will ¾ of it be worth?
6+6+6 = 18

6
6
6
6

Example:
I’m thinking of a mystery number.
21 is ¾ of it.
What is the mystery number?


7
14
21
28

Solve this problem.
If all of this equals 20, how much will ¾ of it be worth?









Solve this problem.
I’m thinking of a mystery number.
18 is ⅔ of it.
What is the mystery number?







Solve simple equivalent ratio and rate problems
2 : 3 so ? : 6

What have I done to the 3 to change it into 6?
I have doubled it. Therefore, I need to double the 2.
Double 2 is 4 so…

2:3  =  4:6
Use the same thinking to solve this problem

.5 : 10  =  15 :  ________?
Compare fraction sizes with whole numbers (renaming)
37/7 = 5 2/7
Thirty seven sevenths is the same amount of pizza as
5 whole pizzas and 2/7 of a pizza.
17/4  =
My reflective comment/goal setting:
This page just shows the kind of problems you could or couldn’t solve as you did your working out on paper. Obviously, this is a weak area for you. You need to go back to Maths Buddy and find the lessons which will help you with these problems. Or, go to Youtube and do a search for: Solve fraction and ratio problems using multiplicative thinking, and see what lessons you find. If you can’t find anything using that search term, try using the pink highlighted words as search terms.Mrs B😉








Strategy Stage 6 Advanced Additive part 2



Strategy Stage 6 Advanced Additive
MULTIPLICATION and DIVISION: deriving multiplication facts
This is what I can do
and
what I can’t do yet.   Lukas   Term 4 2016
Doubling
8 x 3 → 2x (4 x 3)
I don’t know the answer to 8 x 3 = but I know the answer to
4 x 3 = so I work out 2 lots of 4 x 3
Use doubling to solve this problem.

6 x 4 =  



Adding and Subtracting from a known problem
8 x 3 → (7 x 3) + 3

I don’t know the answer to 8 x 3 = but I know the answer to
7 x3 = 21 so I will just add one more 3 to 21
Solve this problem by using adding or subtracting from a known problem.

11 x 4 =
Reversing
63 ÷ 9 → 9 x ? = 63
Solve this problem by using reversing.
48 divided by 8 = 8 x ______ = 48
Doubling one number and halving the other
3 x 12 → 6 x 6
Solve this problem by using doubling and halving.
12 x  5 =
Multiplying by tens and hundreds
70 x 5 → 7 x 5 x 10
I don’t know the answer to 70 x 5 = but I can work it out by doing 7 x 5 = 35
and then 35 x 10 = 350
Solve this problem by using tens
60 x 4 =
My reflective comment/goal setting:
This page just shows the kind of problem you can solve as you worked the answers out on paper.I kind of get the feeling that you weren’t paying enough attention to the instructions and examples as most of these problems are easy.  You need to go back and re-do some lessons in  Maths Buddy which teach how to use these strategies. You could also look for and view some lessons on Youtube. Try using the pink highlighted words as search terms for solving multiplication problems. Mrs B😉