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P3 MATHS

SAPMATP3_W34Page 1/4

Taken from Learning Maths Book 3B

Bar Graphs

Angeline and her sister went to a park. They drew a bar graph of what they had seen at the park. Study the bar graph carefully and fill in each blank with the correct answer.

Animals at a park

Numberof

animals

0

2

4

6

8

10

12

butterflies dragonflies birds bees

14

1

3

5

7

9

11

13

15

16

17

18

19

20

ducks

(a) Theysaw birds.

(b) Therewere moreducksthanbutterflies.

(c) Therewere fewerbeesthanbirds.

(d) Theysawtheleastnumberof .

(e) Theysawthemostnumberof .

(f) Therewere animalsaltogetheratthepark.

Solutions: (a) 20 (b) �6 – �4 = 2 (c) 20 – 8 = 12 (d) dragonflies (e) birds (f) �4 + 2 + 20 + 8 + �6 = 60

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P3 MATHS

SAPMATP3_W34Page 2/4

Taken from Learning Maths Book 3B

Bar Graphs

Hubert saved some money in a week. He recorded the amount of money he had saved in the bar graph below. Study the bar graph carefully and fill in each blank with the correct answer.

Hubert’s Savings in a Week

0

Monday

5 10 15 20 25 30 35 40 45 50

Tuesday

Wednesday

Thursday

Friday

Saturday

Amountofmoneyincents

(a) Hesaved centsonFriday.

(b) Hesaved centsmoreonTuesdaythanonMonday.

(c) Hesaved7timesmoreonSaturdaythanon .

(d) Hesaved$ altogetherinaweek.

(e) Hubertneeded$10tobuyapresentforhismother.Hewouldneedtosave$ more.

(a) 45 Solutions:(b) 40 – �5 = 25(c) Thursday35¢ ÷ 7 = 5¢

(d)1.60 �5¢ + 40¢ + 20¢ + 5¢ + 45¢ + 35¢ = �60¢ = $���60

(e)8.40$�0��00 – $���60 = $8��40

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P3 MATHS

SAPMATP3_W34Page 3/4

Taken from Learning Maths Book 3B

Study the following diagrams. Fill in each box with the correct answer.

1. 4.

4____ ____9

2. 5.

6____ 1____

3.

____4

Fractions

8

Solutions: 2�� 10 3�� 1 4�� 5 5�� 5 

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P3 MATHS

SAPMATP3_W34Page 4/4

Taken from Mental Mathematics Book 3

Solutions: ��� Yes 2�� No 3�� Yes 4�� No 5�� Yes 6�� No 7�� Yes 8�� Yes 9�� Yes �0�� No 

Mental Maths: Divisibility Rule of 11

Do these sums mentally.Write ‘Yes’ if the number can be divided by 11 and ‘No’ if the number cannot be divided by 11.

1. Can792bedividedby11?

2. Can504bedividedby11?

3. Can902bedividedby11?

4. Can384bedividedby11?

5. Can671bedividedby11?

6. Can181bedividedby11?

7. Can594bedividedby11?

8. Can275bedividedby11?

9. Can726bedividedby11?

10. Can929bedividedby11?

STRATEGY

Can231bedividedby11?

2+1=3 [addthedigitsinthehundredsandonesplaces]3–3=0 [subtractthesumfromthedigitinthetensplace]

Iftheresultis0oranumberthatisdivisibleby11,thenthenumbercanbedividedby11.

Hence231canbedividedby11.