The total mass of the guinea pig and the rabbit is 5 kg.

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1 SWP 1/2WS Seriously Addictive Maths Name: Time: Example: I am 6 kg. I am 4 kg lighter. I am only 3 kg! a) What is the mass of the guinea pig 6 kg 4 kg = 2 kg The mass of the guinea pig is 2 kg. b) What is the total mass of the guinea pig and the rabbit 2 kg + 3 kg = 5 kg The total mass of the guinea pig and the rabbit is 5 kg. Copyright Seriously Addictive Maths. All Rights Reserved. Page 1

2 Example: The total mass of Peter and Jane is 72 kg. Peter s mass is 43 kg and he is 5 kg lighter than Bob. What is Jane s mass What is Bob s mass Peter Jane Bob 43 kg 72 kg Jane s Mass: 5 kg 72 kg 43 kg = 29 kg Jane s mass is 29 kg. Bob s Mass: 43 kg + 5 kg = 48 kg Bob s mass is 48 kg. Copyright Seriously Addictive Maths. All Rights Reserved. Page 2

3 1. Brandon s mass is 70 kg. Kyle is 17 kg lighter than Brandon. What is Kyle s mass Brandon 70 kg Kyle 17 kg Kyle s mass: 70 kg 17 kg = 53 kg Kyle s mass is 53 kg. Copyright Seriously Addictive Maths. All Rights Reserved. Page 3

4 2. Andrew has a 2-kg watermelon. He puts the watermelon on a wheelbarrow, which is 7 kg heavier than the watermelon. What is the total mass of the watermelon and the wheelbarrow Watermelon 2 kg Wheelbarrow Mass of wheelbarrow: 7 kg 2 kg + 7 kg = 9 kg Total mass of watermelon and wheelbarrow: 2 kg + 9 kg = 11 kg The total mass of the watermelon and the wheelbarrow is 11 kg. Copyright Seriously Addictive Maths. All Rights Reserved. Page 4

5 3. A koala eats 200 g of leaves. A wombat eats 600 g more leaves than the koala. What is the total mass of leaves that they eat altogether Koala 200 g Wombat 600 g Mass of leaves that the wombat eats: 200 g g = 800 g Mass of leaves that the koala and the wombat eat: 200 g g = 1000 g The total mass of leaves that the koala and the wombat eat altogether is 1000 g. Copyright Seriously Addictive Maths. All Rights Reserved. Page 5

6 4. Ted has three cups. The mass of the blue cup is 50 g. The mass of the green cup is 30 g more than the blue cup. The mass of the yellow cup is 30 g. What is the total mass of the green and yellow cups Blue 50 g Green Yellow 30 g 30 g Mass of green cup: 50 g + 30 g = 80 g Total mass of green and yellow cups: 80 g + 30 g = 110 g The total mass of the green and yellow cups is 110 g. Copyright Seriously Addictive Maths. All Rights Reserved. Page 6

7 Draw bar models to help you. 5. Bag A can hold 20 kg of rice. Bag B can hold 4 kg less rice than Bag A. Find the total mass of rice that Bags A and B can hold altogether. Bag A Bag B 20 kg 4 kg Mass of rice that Bag B can hold: 20 kg - 4 kg = 16 kg Total mass of rice that Bags A and B can hold: 20 kg + 16 kg = 36 kg The total mass of rice that Bags A and B can hold altogether is 36 kg. Copyright Seriously Addictive Maths. All Rights Reserved. Page 7

8 6. John s mass is 106 kg. If the acceptable mass for John to be a healthy boy is 74 kg, how much mass does John have to lose John s mass 106 kg Mass that John should be 74 kg Mass that John has to lose: 106 kg - 74 kg = 32 kg John has to lose 32 kg in order to be a healthy boy. Copyright Seriously Addictive Maths. All Rights Reserved. Page 8

9 7. Kit, Kat and Kitty are kittens. Kit s mass is 200 g less than Kat s and Kat s mass is 200 g less than Kitty s. What is Kit s mass if Kitty s mass is 800 g Kitty 800 g Kat Kit 200 g 200 g Kat s mass: 800 g 200 g = 600 g Kit s mass: 600 g 200 g = 400 g Kit s mass is 400 g. Copyright Seriously Addictive Maths. All Rights Reserved. Page 9

10 8. The maximum mass a boat can carry is 500 kg. If it becomes heavier, it will sink. A horse of mass of 379 kg boards the boat. Will the boat sink if a man who is 296 kg lighter than the horse boards the boat Mass of the man: 379 kg kg = 83 kg Total mass of the horse and the man: 379 kg + 83 kg = 462 kg Cross out the wrong answers below. The boat (will / will not) sink as the total mass of the horse and the man is (greater / less) than the maximum mass the boat can carry. Copyright Seriously Addictive Maths. All Rights Reserved. Page 10

11 9. Book A has a mass of 200 g. Book B is 58 g heavier than Book A, while Book C is 25 g heavier than Book A. Find the total mass of all three books. Book A 200 g 58 g Book B Book C 25 g Mass of Book B: 200 g + 58 g = 258 g Mass of Book C: 200 g + 25 g = 225 g Total mass of all three books: 200 g g g = 683 g The total mass of all three books is 683 g. Copyright Seriously Addictive Maths. All Rights Reserved. Page 11

12 10. Boats A and B have a total mass of 400 kg. Boat B has a mass equal to Boat C, and Boat C s mass is 210 kg less than the total mass of Boats A and B. What is the total mass of all three boats 400 kg A 210 kg Mass of Boat C: B C 400 kg 210 kg = 190 kg Mass of Boat B = Mass of Boat C = 190 kg Mass of Boat A: 400 kg- 190 kg = 210 kg Total mass of all three boats: 190 kg kg kg = 590 kg The total mass of all three boats is 590 kg. Copyright Seriously Addictive Maths. All Rights Reserved. Page 12

13 11. Cindy has a box of building blocks. After removing some blocks, the mass of the box decreased from 7 kg to 4 kg. If 9 blocks have a mass of 1 kg, how many blocks did Cindy remove Mass of the blocks removed: 7 kg 4 kg = 3 kg Number of blocks removed: 9 3 = 27 Cindy removed 27 blocks. Copyright Seriously Addictive Maths. All Rights Reserved. Page 13

14 Example: The mass of a bag of cocoa powder is 500 g. Landy used 100 g of cocoa powder in a cake. She used another 74 g of coca powder in some cookies. a) How much flour did Landy use altogether cake cookies 100 g 74 g Total mass of cocoa powder used: 100 g + 74 g = 174 g Copyright Seriously Addictive Maths. All Rights Reserved. Page 14

15 b) How much cocoa powder was left after she baked the cake and cookies 500 g 174 g Landy removed a total of 174 g of cocoa powder for cake and cookies. Hence, remaining mass of cocoa powder: 500 g 174 g = 326 g Copyright Seriously Addictive Maths. All Rights Reserved. Page 15

16 12. Kim had 700 g of pickle. She ate 30 g of pickle for lunch and her family ate 289 g for dinner. 700 g Pickle Lunch Dinner Remaining 30 g 289 g (b) (a) a) How much pickle was eaten altogether 30 g g = 319 g 319 g of pickle was eaten altogether. b) How much pickle was left at the end of the day 700 g g = 381 g 381 g of pickle was left at the end of the day. Copyright Seriously Addictive Maths. All Rights Reserved. Page 16

17 Draw bar models to help you. 13. Ms Lee has 18 kg of coloured paper. Her class uses 2 kg of the paper on Monday for project work. Her class uses 7 kg of the paper on Tuesday. 18 kg Coloured paper Mon Tue Remaining 2 kg 7 kg a) How much paper was used altogether 2 kg + 7 kg = 9 kg 9 kg of paper was used altogether. b) How much paper was left 18 kg - 9 kg = 9 kg 9 kg of paper was left. Copyright Seriously Addictive Maths. All Rights Reserved. Page 17

18 14. Mandy bought a cake that had a mass of 900 g. She ate 300 g of it in the afternoon. Her brother ate 457 g of it at night. 900 g Cake Afternoon Night Remaining 300 g 457 g a) How much cake was eaten 300 g g = 757 g 757 g of cake was eaten. b) How much cake was left at the end of the day 900 g g = 143 g 143 g of cake was left at the end of the day. Copyright Seriously Addictive Maths. All Rights Reserved. Page 18

19 15. Mrs Joy bought a bag of nuts, of mass 472 g, for her children. She gave them 164 g of it on Tuesday and 200 g of it on Friday. 472 g Nuts Tue Fri Remaining 164 g 200 g a) What was the mass of nuts she gave her children altogether 164 g g = 364 g The mass of nuts she gave her children altogether was 364 g. b) What was the mass of the nuts left 472 g 364 g = 108 g The mass of the nuts left was 108 g. Copyright Seriously Addictive Maths. All Rights Reserved. Page 19

20 16. A fruit seller had 189 kg of apples. He sold 37 kg of apples on Monday, 16 kg on Tuesday and 41 kg on Wednesday. 189 kg Apples Mon Tue Wed Remaining 37 kg 16 kg 41 kg (b) (a) a) What was the total mass of apples sold from Monday to Wednesday 37 kg + 16 kg + 41 kg = 94 kg The total mass of apples sold from Monday to Wednesday was 94 kg. b) What was the mass of the apples left 189 kg 94 kg = 95 kg The mass of the apples left was 95 kg. Copyright Seriously Addictive Maths. All Rights Reserved. Page 20

21 17. Wayne bought a bag of green beans. It had a mass of 835 g. He used 26 g of it for an experiment, 53 g to make a beanie and 439 g to cook green bean soup. 835 g Green Beans Expt Beanie Soup Remaining 26 g 53 g 439 g (b) (a) a) What was the mass of green beans he used altogether 26 g + 53 g g = 518 g The mass of green beans used altogether was 518 g. b) What was the mass of the green beans left 835 g 518 g = 317 g The mass of green beans left was 317 g. Copyright Seriously Addictive Maths. All Rights Reserved. Page 21

22 18. Amy had 800 g of chocolate. She ate 500 g and gave the remaining chocolate to Alex and Minny. Alex and Minny received the same mass of chocolate. How much chocolate did each of them receive 800 g Chocolate Amy Remaining 500 g Alex 800 g g = 300 g Minny 300 g of chocolate was given to Alex and Minny. 300 g 2 = 150 g Share 300 g equally between Alex and Minny. 100 g 100 g 100 g Alex 50 g 50 g Minny Each of them received 150 g of chocolate. Copyright Seriously Addictive Maths. All Rights Reserved. Page 22

23 19. Daniel bought 2 bags of sugar to make dessert. Each bag had a mass of 500 g. If he used 400 g of sugar from one bag and 321 g of sugar from the other bag, how much sugar was left 500 g 1 st bag of sugar 2 nd bag of sugar 400 g Remaining Remaining 321 g Remaining 500 g Total mass of sugar bought: 500 g g = 1000 g Total mass of sugar used: 400 g g = 721 g Mass of sugar left: 1000 g g = 279 g 279 g of sugar was left. Copyright Seriously Addictive Maths. All Rights Reserved. Page 23

24 20. Helen bought 300 g of green beans and 600 g of red beans. She used 140 g of green beans and 378 g of red beans to cook soup. What was the total mass of beans left 300 g Green beans Red beans 140 g Remaining 378 g Remaining 600 g Mass of remaining green beans: 300 g 140 g = 160 g Mass of remaining red beans: 600 g 378 g = 222 g Total mass of beans left: 160 g g = 382 g The total mass of beans left was 382 g. Copyright Seriously Addictive Maths. All Rights Reserved. Page 24

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