Picking pocket money
For maths, Me and Wajihah worked together, on this task.
1
|
$1
|
$5 x 52 = 260
|
2
|
$2
| |
3
|
$4
| |
4
|
$5
| |
5
|
$7
| |
6
|
$10
|
Week 1
|
Week 2
|
Week 3
|
Week 4
|
Week 5
|
Total
| |
Jan
|
4 $5
|
1 $1
|
6 $10
|
2 $2
|
2 $2
|
20
|
Feb
|
6 $10
|
3 $4
|
1 $1
|
3 $4
|
19
| |
Mar
|
1 $1
|
4 $5
|
3 $4
|
5 $7
|
4 $5
|
22
|
Apr
|
6 $ 10
|
2 $ 2
|
4 $ 5
|
5 $7
|
4 $ 5
|
28
|
May
|
3 $4
|
4 $5
|
5 $7
|
1 $1
|
5 $7
|
15
|
June
|
2 $2
|
3 $
|
6 $
|
4 $
|
15
| |
July
|
2 $2
|
3 $4
|
5 $7
|
4 $5
|
5 $7
|
25
|
Aug
|
5 $7
|
2 $2
|
5 $7
|
6 $10
|
2 $2
|
28
|
Sep
|
2 $2
|
4 $5
|
3 $4
|
2 $2
|
13
| |
Oct
|
6 $10
|
3 $4
|
4 $5
|
1 $1
|
4 $5
|
25
|
Nov
|
1 $1
|
3 $4
|
4 $5
|
3 $4
|
10
| |
Dec
|
2 $2
|
2 $2
|
4 $5
|
5 $7
|
2 $2
|
18
|
-
|
-
|
-
|
-
|
-
|
-
|
263
|
3. I would suggest you should choose the dice one, because, you will get an extra three dollars.
4.
5.
Hi Tyra
ReplyDeleteGreat work getting your chart up for Maths and sharing your experiment. I am wondering about your answer to question 3. Is it guaranteed each time she will earn 3 extra dollars. What is the probability that she will roll exactly what you rolled?
- Miss Birtch