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2 Fill in the blanks to complete the number patterns. 580 590 615 620 630 610 560 585 635 660 963 930 897 864 831 798 765 762 729 666 685 710 640 570 500 430 780 850 920 990 735 760 785 645 Can you find the rule for each path? www.matholia.com.sg Numbers to 1000 Numbers to 1000 www.matholia.com.sg 11 10 SAMPLE PAGES © Blue Ring Education www.matholia.com.sg SAMPLE PAGES © Blue Ring Education www.matholia.com.sg SAMPLE PAGES © Blue Ring Education www.matholia.com.sg SAMPLE PAGES © Blue Ring Education www.matholia.com.sg SAMPLE PAGES © Blue Ring Education www.matholia.com.sg SAMPLE PAGES © Blue Ring Education www.matholia.com.sg SAMPLE PAGES © Blue Ring Education www.matholia.com.sg SAMPLE PAGES © Blue Ring Education www.matholia.com.sg SAMPLE PAGES © Blue Ring Education www.matholia.com.sg SAMPLE PAGES © Blue Ring Education www.matholia.com.sg SAMPLE PAGES © Blue Ring Education www.matholia.com.sg SAMPLE PAGES © Blue Ring Education www.matholia.com.sg SAMPLE PAGES © Blue Ring Education www.matholia.com.sg SAMPLE PAGES © Blue Ring Education www.matholia.com.sg SAMPLE PAGES © Blue Ring Education www.matholia.com.sg SAMPLE PAGES © Blue Ring Education www.matholia.com.sg SAMPLE PAGES © Blue Ring Education www.matholia.com.sg SAMPLE PAGES © Blue Ring Education www.matholia.com.sg SAMPLE PAGES © Blue Ring Education www.matholia.com.sg SAMPLE PAGES © Blue Ring Education www.matholia.com.sg SAMPLE PAGES © Blue Ring Education www.matholia.com.sg SAMPLE PAGES © Blue Ring Education www.matholia.com.sg SAMPLE PAGES © Blue Ring Education www.matholia.com.sg SAMPLE PAGES © Blue Ring Education www.matholia.com.sg
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990 580 2 Fill in the blanks to complete the number patterns. · 2019. 2. 7. · 2 Fill in the blanks to complete the number patterns. 580 590 615 620 630 610 560 585 635 660 963

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Page 1: 990 580 2 Fill in the blanks to complete the number patterns. · 2019. 2. 7. · 2 Fill in the blanks to complete the number patterns. 580 590 615 620 630 610 560 585 635 660 963

2 Fill in the blanks to complete the number patterns.

580

590

615

620

630

610

560585

635660

963 930 897 864 831 798 765 762 729 666

685710

640

570500 430

780

850

920

990

735760

785

645

Can you find the rule for each path?

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Page 2: 990 580 2 Fill in the blanks to complete the number patterns. · 2019. 2. 7. · 2 Fill in the blanks to complete the number patterns. 580 590 615 620 630 610 560 585 635 660 963

9 MrLincaught349fish. MrChancaught243morefishthanMrLin. (a) HowmanyfishdidMrChancatch?

10 Duringtheholiday,Jacktook641photographs. Jack’ssistertook439fewerphotographsthanJack. (a) HowmanyphotographsdidJack’ssistertake?

MrLinandMrChancaught fishaltogether.

Mr Chan caught fish.

(b) Howmanyfishdidtheycatchaltogether?

Jack’ssistertook photographs.

(b) Howmanyphotographsdidtheytakealtogether?

Jackandhissistertook photographs altogether.

349 243morefish

? 439fewerphotographs?

641

?

349 ? 641 ?

?

MrLin’sfish Jack’sphotographs

Jack’sphotographs

Jack’ssister’sphotographs

Jack’ssister’sphotographs

MrLin’sfish

MrChan’sfish

MrChan’sfish

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Page 3: 990 580 2 Fill in the blanks to complete the number patterns. · 2019. 2. 7. · 2 Fill in the blanks to complete the number patterns. 580 590 615 620 630 610 560 585 635 660 963

1 JackandKatetaketheMRTfromChinatowntoLittleIndia.

Activity 5

Ateachstation,theycountthenumberofpeoplealightingandboardingthetrain.

(a) AtChinatown,thereare128passengersonthetrain. Jackcounts24peoplealightingthetrainand38people

boardingthetrain. How many people are on the train when it leaves

Chinatown?

(b) AtClarkeQuay,56peoplealightthetrainand187peopleboardthetrain.

How many people are on the train when it leaves ClarkeQuay?

(c) AtDhobyGhaut,76peoplealightthetrainand288peopleboardthetrain.

HowmanypeopleareonthetrainwhenJackandKatearriveatLittleIndia?

Chinatown

Clarke Quay

Dhoby Ghaut

Little India

NE4NE5

NE6

NE7

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Page 4: 990 580 2 Fill in the blanks to complete the number patterns. · 2019. 2. 7. · 2 Fill in the blanks to complete the number patterns. 580 590 615 620 630 610 560 585 635 660 963

(b)Whichtortoisewillcrossthebridgefirst?

(c)TortoiseAwillcrossthebridgein days.

(d)TortoiseBwillcrossthebridgein days.

1 Abeetleiscrawlingaroundagarden. ItstartsatpositionAandcrawlsfor36m. Atwhichpositiondoesthebeetlestop?

Thebeetlestopsatposition .

2 Taiisrunningaroundthesoccerfield. HestartsatpositionAandrunsfor400m. Atwhichpositiondoeshestop?

Taistopsatposition .

3 Twotortoisesarecrossingabridge. Thebridgeis12mlong. TortoiseAmoves2meveryday. TortoiseBmoves3meveryday.

(a) Completethetabletoshowhowfarthetortoisesmove.

Day Total distance Tortoise A has moved

Total distance Tortoise B has moved

1 2 m 3 m

D

A

D

B

D C

BA

9 m

3 m

50m

100m

Activity 4

AB

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