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Soumyashree Paital 3 years, 10 months ago

3 + 4 + 3 = 10

Abbas Abbas 3 years, 10 months ago

9

Abbas Abbas 3 years, 10 months ago

Sir you read me
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Sumit Sumit 3 years, 10 months ago

Hello

Hashini N 3 years, 10 months ago

0.86

As in the denominator 2 zeros are there leave the 2 places in the numerator and put a point then .86 so it looks odd and undefined so we put a zero before the point,which is 0.86

Susheela Devi 3 years, 10 months ago

Lesson 7 ke question answers English mein 5th class
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Soumyashree Paital 3 years, 10 months ago

86.79 x 0 = 0
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Soumyashree Paital 3 years, 10 months ago

Rs. 25.52 + 10.30 = Rs. 35.82
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Vanya Waghmare 3 years, 10 months ago

Buying or selling
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Varsha Mary 3 years, 9 months ago

What is a fraction of 7 and 28

Varsha Mary 3 years, 9 months ago

Next

Suhani Suhani 3 years, 10 months ago

231741
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Priyanshi 😇 3 years, 10 months ago

Can u tell what we have to da in this question??

Siddharth Rajesh Khirade 7Th A 3 years, 10 months ago

I don't know
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Isha Kumari 3 years, 10 months ago

2

Aditi Atap 3 years, 10 months ago

2
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Priyanshi 😇 3 years, 10 months ago

2.25 ÷ 0.75= 3

Aditi Atap 3 years, 10 months ago

Khud jan
CBSE Class 5 Mathematics NCERT Solutions CHAPTER - 14 HOW BIG? HOW HEAVY? 1. A stage platform is made with 5 Math-Magic books. The volume of this stage is the same as ______ cm cubes. Ans. 546 cm. 2. Guess the volume of these things in cm cubes. (a) A matchbox is about ___ cm cubes. Ans. (a) 24 cm. (b) A geometry box is about ___cm cubes. Ans. (b) 90 cm. (c) An eraser is about __ cm cubes. Ans. (c) 6 cm. 2. How will you check your guess? Ans. In case of matchbox: It is about 6 cm long, 4 cm wide and 1 cm thick. So, 6 4 1 i.e. 24 cm cubes will fit in it. Therefore, guess is correct. In case of geometry box: It is about 16 cm long, 6 cm wide and 1 cm thick. So, 16 6 1 i.e. 96 cm cubes will fit in it. In case of eraser: It is about 3 cm long, 2cm wide and 1 cm thick. So, 3 2 1 i.e. 6 cm cubes will fit in it. 3. Matchbox Play: Tanu is making a stage with matchboxes. She first puts 14 matchboxes like this in the first layer. She makes 4 such layers and her stage looks like this. (a) She used __ matchboxes to make this stage. Ans. (a) 4 14 = 56.  (b) The volume of one matchbox is the same as 10 cm cubes. Then the volume of this stage is same as __ cm cubes. Ans. (b) 560 cm.  (c) If all these cubes are arranged in a line, how long will that line be? Ans. (c) 56 cm.  (d) Which has more volume- your Math-Magic book or Tanu’s platform? Ans. (d) Tanu’s platform has more volume. 4. With your friend’s collect many empty matchboxes of the same size. Measure the sides  and write here.   Ans. My matchbox is 3 cm wide. It is 5 cm long. It is 1 cm high. 5. Use 56 matchboxes to make platforms of different height. Fill this table. Ans.   How high is it? How long is it? How wide is it? Platform 1 4 layers 7 matchboxes 2 matchboxes Platform 2 2 layers 7 matchboxes 4 matchboxes Platform 3 1 layer 8 matchboxes 7 matchboxes   The volume of each platform if equal to 56 matchboxes. 6. Mohan arranged his matchboxes like this. How many matchboxes did he use to make it? What is its volume in matchboxes? ___ matchboxes. Ans. Mohan first puts 4 4 = 2=16 matchboxes on the lower most layer. In the second he puts 3 3 = 9 matchboxes. In the third he puts 2 2 = 4 matchboxes and 1 matchboxes on the top most layer. Total number of matchboxes used = (16 + 9 +4 +1) = 30 The volume of this platform is 30 matchboxes. 7. How big is your cube? (a) How long is the side of your cube? Ans. (a) The side of the cube is 7 cm. (b) How many centimetres cubes can be arranged along its: Length? _______ Width? _______ Height? ______ Ans. (b) Number of centimetres cubes that can be arranged along its: Length = 7 Width= 7 and Height =7. (c) Answer Thimpu’s questions:  To make the first layer on the table how many cm cubes will I use? How many such layers will I need to make? Ans. (c) 49 cm cubes are needed for the first layer. 7 such layers are needed to make the cube. (d) So the total cm cubes = ____ Ans. (d) The total cm cubes = 343. (e) The volume of the paper cube is same as __ cm cubes. Ans. (e) The volume of the paper cubes is same as 343 cm cubes. 8. Anan made big cube having double the side of your paper cube. How many of the your paper cubes will fit in it? Try doing by collecting all the cubes made in your class. Ans. Side of Anan’s cube = 2 7 cm = 14 cm In its first layer, we can arranged 2 2= 4 paper cubes (of side 7 cm). And 2 such layers of 4 paper cubes each can be packed. So, in Anan’s cube, we can arranged 4 2= 8 cubes. 9.  Ganesh and Dinga went to pack 4000 centimetre cubes in boxes. These are to be sent to a school. There are three different boxes available for packing. (a) What is your guess? Who is right? Ans. (a) I think Ganesh is right. (b) How can Ganesh and Dinga test their guesses before packing the cubes in the boxes? Discuss with your friend. Ans. (b) Ganesh and Dinga should find the number of cubes to be fitted in the first layer and find the number of layers to fill the cubes. Their products gives us the total number of cubes that can be packed in each cube. In this way, they are able to check up their guesses. (c) Use Ganesh’s method and write: _____ centimeter cubes can be arranged in box B. _____ centimeter cubes can be arranged in box C. Ans. (c) In first layer of box B, we can arrange 11  11 = 121 cubes. And 10 such layers of 121 cubes each can be packed. So, 121 10 = 1210 centimetre cubes can be arranged in box B. In first layer of box C, we can arrange 15 9 = 135 cubes. And 10 such layers of 135 cubes each can be packed. So, 135 10 = 1350 centimetre cubes can be arranged in box C. (d) So___ centimeter cubes in all can be packed in the three boxes. Ans. (d) So, 2000 + 1210 + 1350 += 4560 centimetre cubes in all can be packed in the three boxes. 10. (a) For 6 days, each person will need Rice and flour __ g Pulses ___ g Dried onion __ g Ans. (a) For 6 days, each person will need Rice and flour = 6 200 = 1200 g Pulses =  = 400 g Dried onions = 6 10 = 60 g (b) How much of fresh tomatoes should be dried for 6 days for 10 people? Ans. (b) Dried tomatoes need for 6 days for 10 people = 6  10  10 = 600 g (c) What is the total weight of food (for 6 days) in each person’s bag? Ans. (c) The total weight of food (for 6 days) in each person’s bag = 1200 g + 400 g + 60 g + 50  6 g + 50  6 g + 40  6 g + 10  6g + 40 6g + 5 6g +    10 6g = (1200 + 400 + 60 + 300 + 240 + 60 +240 + 30 + 60) = 2890 g 11. Can you guess the weight of the heaviest animal on this Earth? No, it’s not me. I weigh only 5000 kg! It is the Blue Whale. Its weight is around 35 times more than me. So how many thousand kg does it weight? Ans. The weight of the blue whale = 35 5000kg = 175000 kg = 175 thousand kg. 12. Guess how many children of your weight will be equal to the weight of an elephant of 5000 kg. Ans. Since my weight is 31 kg, I think that about 160 children of my weight will be equal to the weight of an elephant of 5000 kg. 13. At birth, a baby elephant weighs around 90 kg. How much did you weigh when you were born? Find out. How many times is a baby elephant heavier than you were at birth? Ans. Weight of a baby elephant at birth = 90 kg My weight at the time of birth = 3 kg Therefore, a baby elephant was  = 30 times heavier than me at birth. 14. If a grown up elephant eats 136 kg of food in a day than it will eat around __ kg in a month. Guess about how much it will eat in a year. Ans. Weight of food eaten by a grown elephant in 1 day = 136 kg Weight of food eaten by a grown elephant in 1 month i.e. 30 days = 136  30 kg = 4080kg Weight of food eaten by a grown elephant in a year i.e. 12 months = 4080  12 kg = 48960 kg 15.  Shahid works in a bank. He sits at the cash counter. Whenever there are too many coins he does not them. He just weighs them. Can you hold these coins and say which is the heaviest? (1) How many coins are there in a sack of 5 rupees coins if it weigh: (a) 18 kg? Ans. (a) Since 1 kg = 1000 g. So, 18 kg = 18000 g. If one coin weights 9g, then the sack weighing 18000 g has  = 2000 coins in it. (b) 54 kg? Ans. (b) Since 1 kg = 1000 g. So, 54 kg = 54000 g. If one coin weights 9g, then the sack weighing 54000 g has  = 6000 coins in it. (c) 4500 g? Ans. (c) If one coin weighs 9g, then the sack weighing 4500 g has = 500 coins in it. (d) 2kg and 250 g? Ans. (d) 2 kg and 250 g = 2 1000 g + 250 g = 2000 g + 250 g = 2250 g. If one coin weighs 9g, then the sack weighing 2250 g has = 250 coins in it.   (e) 1 kg and 125 g? Ans. (e) 1 kg and 125 g = 1 1000 g + 125 g = 1000 g + 125 g = 1125 g If one coin weighs 9g, then the sack weighing 4500 g has = 125 coins in it.   (2) A 2 rupee coin weighs 6 g. What is the weight of a sack with: (a) 2200 coins? ___ kg ____ g Ans. (a) Weight of 2 rupee coins = 6 g Weight of 2200 such coins = 2200 6 g = 13200 g = 13000 g + 200 g = 13 kg 200 g (b) 3000 coins? ____ kg If 100 one rupee coins weigh 485 g then how much will 10000 coins weigh? __ kg __ g. Ans. (b) Weight of 2-rupee coins= 6 g Weight of 3000 such coins =3000  6g = 18000 g = 18 1000 g = 18 kg If 100 one-rupee coins weigh 485 g, then 10000 such coins weigh = 485  100 g = 48500 g = 48  1000 g = 500 g = 48 kg 500 g
  • 1 answers

Samyak Kiran Kallo 3 years, 10 months ago

CBSE Class 5 Mathematics NCERT Solutions CHAPTER - 14 HOW BIG? HOW HEAVY? 1. A stage platform is made with 5 Math-Magic books. The volume of this stage is the same as ______ cm cubes. Ans. 546 cm. 2. Guess the volume of these things in cm cubes. (a) A matchbox is about ___ cm cubes. Ans. (a) 24 cm. (b) A geometry box is about ___cm cubes. Ans. (b) 90 cm. (c) An eraser is about __ cm cubes. Ans. (c) 6 cm. 2. How will you check your guess? Ans. In case of matchbox: It is about 6 cm long, 4 cm wide and 1 cm thick. So, 6 4 1 i.e. 24 cm cubes will fit in it. Therefore, guess is correct. In case of geometry box: It is about 16 cm long, 6 cm wide and 1 cm thick. So, 16 6 1 i.e. 96 cm cubes will fit in it. In case of eraser: It is about 3 cm long, 2cm wide and 1 cm thick. So, 3 2 1 i.e. 6 cm cubes will fit in it. 3. Matchbox Play: Tanu is making a stage with matchboxes. She first puts 14 matchboxes like this in the first layer. She makes 4 such layers and her stage looks like this. (a) She used __ matchboxes to make this stage. Ans. (a) 4 14 = 56. (b) The volume of one matchbox is the same as 10 cm cubes. Then the volume of this stage is same as __ cm cubes. Ans. (b) 560 cm. (c) If all these cubes are arranged in a line, how long will that line be? Ans. (c) 56 cm. (d) Which has more volume- your Math-Magic book or Tanu’s platform? Ans. (d) Tanu’s platform has more volume. 4. With your friend’s collect many empty matchboxes of the same size. Measure the sides and write here. Ans. My matchbox is 3 cm wide. It is 5 cm long. It is 1 cm high. 5. Use 56 matchboxes to make platforms of different height. Fill this table. Ans. How high is it? How long is it? How wide is it? Platform 1 4 layers 7 matchboxes 2 matchboxes Platform 2 2 layers 7 matchboxes 4 matchboxes Platform 3 1 layer 8 matchboxes 7 matchboxes The volume of each platform if equal to 56 matchboxes. 6. Mohan arranged his matchboxes like this. How many matchboxes did he use to make it? What is its volume in matchboxes? ___ matchboxes. Ans. Mohan first puts 4 4 = 2=16 matchboxes on the lower most layer. In the second he puts 3 3 = 9 matchboxes. In the third he puts 2 2 = 4 matchboxes and 1 matchboxes on the top most layer. Total number of matchboxes used = (16 + 9 +4 +1) = 30 The volume of this platform is 30 matchboxes. 7. How big is your cube? (a) How long is the side of your cube? Ans. (a) The side of the cube is 7 cm. (b) How many centimetres cubes can be arranged along its: Length? _______ Width? _______ Height? ______ Ans. (b) Number of centimetres cubes that can be arranged along its: Length = 7 Width= 7 and Height =7. (c) Answer Thimpu’s questions: To make the first layer on the table how many cm cubes will I use? How many such layers will I need to make? Ans. (c) 49 cm cubes are needed for the first layer. 7 such layers are needed to make the cube. (d) So the total cm cubes = ____ Ans. (d) The total cm cubes = 343. (e) The volume of the paper cube is same as __ cm cubes. Ans. (e) The volume of the paper cubes is same as 343 cm cubes. 8. Anan made big cube having double the side of your paper cube. How many of the your paper cubes will fit in it? Try doing by collecting all the cubes made in your class. Ans. Side of Anan’s cube = 2 7 cm = 14 cm In its first layer, we can arranged 2 2= 4 paper cubes (of side 7 cm). And 2 such layers of 4 paper cubes each can be packed. So, in Anan’s cube, we can arranged 4 2= 8 cubes. 9. Ganesh and Dinga went to pack 4000 centimetre cubes in boxes. These are to be sent to a school. There are three different boxes available for packing. (a) What is your guess? Who is right? Ans. (a) I think Ganesh is right. (b) How can Ganesh and Dinga test their guesses before packing the cubes in the boxes? Discuss with your friend. Ans. (b) Ganesh and Dinga should find the number of cubes to be fitted in the first layer and find the number of layers to fill the cubes. Their products gives us the total number of cubes that can be packed in each cube. In this way, they are able to check up their guesses. (c) Use Ganesh’s method and write: _____ centimeter cubes can be arranged in box B. _____ centimeter cubes can be arranged in box C. Ans. (c) In first layer of box B, we can arrange 11 11 = 121 cubes. And 10 such layers of 121 cubes each can be packed. So, 121 10 = 1210 centimetre cubes can be arranged in box B. In first layer of box C, we can arrange 15 9 = 135 cubes. And 10 such layers of 135 cubes each can be packed. So, 135 10 = 1350 centimetre cubes can be arranged in box C. (d) So___ centimeter cubes in all can be packed in the three boxes. Ans. (d) So, 2000 + 1210 + 1350 += 4560 centimetre cubes in all can be packed in the three boxes. 10. (a) For 6 days, each person will need Rice and flour __ g Pulses ___ g Dried onion __ g Ans. (a) For 6 days, each person will need Rice and flour = 6 200 = 1200 g Pulses = = 400 g Dried onions = 6 10 = 60 g (b) How much of fresh tomatoes should be dried for 6 days for 10 people? Ans. (b) Dried tomatoes need for 6 days for 10 people = 6 10 10 = 600 g (c) What is the total weight of food (for 6 days) in each person’s bag? Ans. (c) The total weight of food (for 6 days) in each person’s bag = 1200 g + 400 g + 60 g + 50 6 g + 50 6 g + 40 6 g + 10 6g + 40 6g + 5 6g + 10 6g = (1200 + 400 + 60 + 300 + 240 + 60 +240 + 30 + 60) = 2890 g 11. Can you guess the weight of the heaviest animal on this Earth? No, it’s not me. I weigh only 5000 kg! It is the Blue Whale. Its weight is around 35 times more than me. So how many thousand kg does it weight? Ans. The weight of the blue whale = 35 5000kg = 175000 kg = 175 thousand kg. 12. Guess how many children of your weight will be equal to the weight of an elephant of 5000 kg. Ans. Since my weight is 31 kg, I think that about 160 children of my weight will be equal to the weight of an elephant of 5000 kg. 13. At birth, a baby elephant weighs around 90 kg. How much did you weigh when you were born? Find out. How many times is a baby elephant heavier than you were at birth? Ans. Weight of a baby elephant at birth = 90 kg My weight at the time of birth = 3 kg Therefore, a baby elephant was = 30 times heavier than me at birth. 14. If a grown up elephant eats 136 kg of food in a day than it will eat around __ kg in a month. Guess about how much it will eat in a year. Ans. Weight of food eaten by a grown elephant in 1 day = 136 kg Weight of food eaten by a grown elephant in 1 month i.e. 30 days = 136 30 kg = 4080kg Weight of food eaten by a grown elephant in a year i.e. 12 months = 4080 12 kg = 48960 kg 15. Shahid works in a bank. He sits at the cash counter. Whenever there are too many coins he does not them. He just weighs them. Can you hold these coins and say which is the heaviest? (1) How many coins are there in a sack of 5 rupees coins if it weigh: (a) 18 kg? Ans. (a) Since 1 kg = 1000 g. So, 18 kg = 18000 g. If one coin weights 9g, then the sack weighing 18000 g has = 2000 coins in it. (b) 54 kg? Ans. (b) Since 1 kg = 1000 g. So, 54 kg = 54000 g. If one coin weights 9g, then the sack weighing 54000 g has = 6000 coins in it. (c) 4500 g? Ans. (c) If one coin weighs 9g, then the sack weighing 4500 g has = 500 coins in it. (d) 2kg and 250 g? Ans. (d) 2 kg and 250 g = 2 1000 g + 250 g = 2000 g + 250 g = 2250 g. If one coin weighs 9g, then the sack weighing 2250 g has = 250 coins in it. (e) 1 kg and 125 g? Ans. (e) 1 kg and 125 g = 1 1000 g + 125 g = 1000 g + 125 g = 1125 g If one coin weighs 9g, then the sack weighing 4500 g has = 125 coins in it. (2) A 2 rupee coin weighs 6 g. What is the weight of a sack with: (a) 2200 coins? ___ kg ____ g Ans. (a) Weight of 2 rupee coins = 6 g Weight of 2200 such coins = 2200 6 g = 13200 g = 13000 g + 200 g = 13 kg 200 g (b) 3000 coins? ____ kg If 100 one rupee coins weigh 485 g then how much will 10000 coins weigh? __ kg __ g. Ans. (b) Weight of 2-rupee coins= 6 g Weight of 3000 such coins =3000 6g = 18000 g = 18 1000 g = 18 kg If 100 one-rupee coins weigh 485 g, then 10000 such coins weigh = 485 100 g = 48500 g = 48 1000 g = 500 g = 48 kg 500 g
  • 2 answers

Samyak Kiran Kallo 3 years, 10 months ago

CBSE Class 5 Mathematics NCERT Solutions CHAPTER - 14 HOW BIG? HOW HEAVY? 1. A stage platform is made with 5 Math-Magic books. The volume of this stage is the same as ______ cm cubes. Ans. 546 cm. 2. Guess the volume of these things in cm cubes. (a) A matchbox is about ___ cm cubes. Ans. (a) 24 cm. (b) A geometry box is about ___cm cubes. Ans. (b) 90 cm. (c) An eraser is about __ cm cubes. Ans. (c) 6 cm. 2. How will you check your guess? Ans. In case of matchbox: It is about 6 cm long, 4 cm wide and 1 cm thick. So, 6 4 1 i.e. 24 cm cubes will fit in it. Therefore, guess is correct. In case of geometry box: It is about 16 cm long, 6 cm wide and 1 cm thick. So, 16 6 1 i.e. 96 cm cubes will fit in it. In case of eraser: It is about 3 cm long, 2cm wide and 1 cm thick. So, 3 2 1 i.e. 6 cm cubes will fit in it. 3. Matchbox Play: Tanu is making a stage with matchboxes. She first puts 14 matchboxes like this in the first layer. She makes 4 such layers and her stage looks like this. (a) She used __ matchboxes to make this stage. Ans. (a) 4 14 = 56.  (b) The volume of one matchbox is the same as 10 cm cubes. Then the volume of this stage is same as __ cm cubes. Ans. (b) 560 cm.  (c) If all these cubes are arranged in a line, how long will that line be? Ans. (c) 56 cm.  (d) Which has more volume- your Math-Magic book or Tanu’s platform? Ans. (d) Tanu’s platform has more volume. 4. With your friend’s collect many empty matchboxes of the same size. Measure the sides  and write here.   Ans. My matchbox is 3 cm wide. It is 5 cm long. It is 1 cm high. 5. Use 56 matchboxes to make platforms of different height. Fill this table. Ans.   How high is it? How long is it? How wide is it? Platform 1 4 layers 7 matchboxes 2 matchboxes Platform 2 2 layers 7 matchboxes 4 matchboxes Platform 3 1 layer 8 matchboxes 7 matchboxes   The volume of each platform if equal to 56 matchboxes. 6. Mohan arranged his matchboxes like this. How many matchboxes did he use to make it? What is its volume in matchboxes? ___ matchboxes. Ans. Mohan first puts 4 4 = 2=16 matchboxes on the lower most layer. In the second he puts 3 3 = 9 matchboxes. In the third he puts 2 2 = 4 matchboxes and 1 matchboxes on the top most layer. Total number of matchboxes used = (16 + 9 +4 +1) = 30 The volume of this platform is 30 matchboxes. 7. How big is your cube? (a) How long is the side of your cube? Ans. (a) The side of the cube is 7 cm. (b) How many centimetres cubes can be arranged along its: Length? _______ Width? _______ Height? ______ Ans. (b) Number of centimetres cubes that can be arranged along its: Length = 7 Width= 7 and Height =7. (c) Answer Thimpu’s questions:  To make the first layer on the table how many cm cubes will I use? How many such layers will I need to make? Ans. (c) 49 cm cubes are needed for the first layer. 7 such layers are needed to make the cube. (d) So the total cm cubes = ____ Ans. (d) The total cm cubes = 343. (e) The volume of the paper cube is same as __ cm cubes. Ans. (e) The volume of the paper cubes is same as 343 cm cubes. 8. Anan made big cube having double the side of your paper cube. How many of the your paper cubes will fit in it? Try doing by collecting all the cubes made in your class. Ans. Side of Anan’s cube = 2 7 cm = 14 cm In its first layer, we can arranged 2 2= 4 paper cubes (of side 7 cm). And 2 such layers of 4 paper cubes each can be packed. So, in Anan’s cube, we can arranged 4 2= 8 cubes. 9.  Ganesh and Dinga went to pack 4000 centimetre cubes in boxes. These are to be sent to a school. There are three different boxes available for packing. (a) What is your guess? Who is right? Ans. (a) I think Ganesh is right. (b) How can Ganesh and Dinga test their guesses before packing the cubes in the boxes? Discuss with your friend. Ans. (b) Ganesh and Dinga should find the number of cubes to be fitted in the first layer and find the number of layers to fill the cubes. Their products gives us the total number of cubes that can be packed in each cube. In this way, they are able to check up their guesses. (c) Use Ganesh’s method and write: _____ centimeter cubes can be arranged in box B. _____ centimeter cubes can be arranged in box C. Ans. (c) In first layer of box B, we can arrange 11  11 = 121 cubes. And 10 such layers of 121 cubes each can be packed. So, 121 10 = 1210 centimetre cubes can be arranged in box B. In first layer of box C, we can arrange 15 9 = 135 cubes. And 10 such layers of 135 cubes each can be packed. So, 135 10 = 1350 centimetre cubes can be arranged in box C. (d) So___ centimeter cubes in all can be packed in the three boxes. Ans. (d) So, 2000 + 1210 + 1350 += 4560 centimetre cubes in all can be packed in the three boxes. 10. (a) For 6 days, each person will need Rice and flour __ g Pulses ___ g Dried onion __ g Ans. (a) For 6 days, each person will need Rice and flour = 6 200 = 1200 g Pulses =  = 400 g Dried onions = 6 10 = 60 g (b) How much of fresh tomatoes should be dried for 6 days for 10 people? Ans. (b) Dried tomatoes need for 6 days for 10 people = 6  10  10 = 600 g (c) What is the total weight of food (for 6 days) in each person’s bag? Ans. (c) The total weight of food (for 6 days) in each person’s bag = 1200 g + 400 g + 60 g + 50  6 g + 50  6 g + 40  6 g + 10  6g + 40 6g + 5 6g +    10 6g = (1200 + 400 + 60 + 300 + 240 + 60 +240 + 30 + 60) = 2890 g 11. Can you guess the weight of the heaviest animal on this Earth? No, it’s not me. I weigh only 5000 kg! It is the Blue Whale. Its weight is around 35 times more than me. So how many thousand kg does it weight? Ans. The weight of the blue whale = 35 5000kg = 175000 kg = 175 thousand kg. 12. Guess how many children of your weight will be equal to the weight of an elephant of 5000 kg. Ans. Since my weight is 31 kg, I think that about 160 children of my weight will be equal to the weight of an elephant of 5000 kg. 13. At birth, a baby elephant weighs around 90 kg. How much did you weigh when you were born? Find out. How many times is a baby elephant heavier than you were at birth? Ans. Weight of a baby elephant at birth = 90 kg My weight at the time of birth = 3 kg Therefore, a baby elephant was  = 30 times heavier than me at birth. 14. If a grown up elephant eats 136 kg of food in a day than it will eat around __ kg in a month. Guess about how much it will eat in a year. Ans. Weight of food eaten by a grown elephant in 1 day = 136 kg Weight of food eaten by a grown elephant in 1 month i.e. 30 days = 136  30 kg = 4080kg Weight of food eaten by a grown elephant in a year i.e. 12 months = 4080  12 kg = 48960 kg 15.  Shahid works in a bank. He sits at the cash counter. Whenever there are too many coins he does not them. He just weighs them. Can you hold these coins and say which is the heaviest? (1) How many coins are there in a sack of 5 rupees coins if it weigh: (a) 18 kg? Ans. (a) Since 1 kg = 1000 g. So, 18 kg = 18000 g. If one coin weights 9g, then the sack weighing 18000 g has  = 2000 coins in it. (b) 54 kg? Ans. (b) Since 1 kg = 1000 g. So, 54 kg = 54000 g. If one coin weights 9g, then the sack weighing 54000 g has  = 6000 coins in it. (c) 4500 g? Ans. (c) If one coin weighs 9g, then the sack weighing 4500 g has = 500 coins in it. (d) 2kg and 250 g? Ans. (d) 2 kg and 250 g = 2 1000 g + 250 g = 2000 g + 250 g = 2250 g. If one coin weighs 9g, then the sack weighing 2250 g has = 250 coins in it.   (e) 1 kg and 125 g? Ans. (e) 1 kg and 125 g = 1 1000 g + 125 g = 1000 g + 125 g = 1125 g If one coin weighs 9g, then the sack weighing 4500 g has = 125 coins in it.   (2) A 2 rupee coin weighs 6 g. What is the weight of a sack with: (a) 2200 coins? ___ kg ____ g Ans. (a) Weight of 2 rupee coins = 6 g Weight of 2200 such coins = 2200 6 g = 13200 g = 13000 g + 200 g = 13 kg 200 g (b) 3000 coins? ____ kg If 100 one rupee coins weigh 485 g then how much will 10000 coins weigh? __ kg __ g. Ans. (b) Weight of 2-rupee coins= 6 g Weight of 3000 such coins =3000  6g = 18000 g = 18 1000 g = 18 kg If 100 one-rupee coins weigh 485 g, then 10000 such coins weigh = 485  100 g = 48500 g = 48  1000 g = 500 g = 48 kg 500 g

Kartik Singh 3 years, 10 months ago

Hi
  • 3 answers

Ansh Atkurwar 3 years, 10 months ago

ll0ll will look the same after half a turn. True and false

Soumyashree Paital 3 years, 10 months ago

WOM

Samyak Kiran Kallo 3 years, 10 months ago

woM
  • 1 answers

Sia ? 3 years, 5 months ago

Please ask question with complete information.

  • 1 answers

Soumyashree Paital 3 years, 10 months ago

In linguistics, a numeral in the broadest sense is a word or phrase that describes a numerical quantity. Some theories of grammar use the word "numeral" to refer to cardinal numbers that act as a determiner that specify the quantity of a noun, for example the "two" in "two hats".
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Samyak Kiran Kallo 3 years, 10 months ago

24.3
  • 0 answers
  • 1 answers

Sia ? 3 years, 5 months ago

  • 1 answers

Gaurav Seth 3 years, 10 months ago

The Roman Symbols

Romans Numerals are based on the following symbols:

1

5

10

50

100

500

1000

I

V

X

L

C

D

M

Basic Combinations

Which can be combined like this:

1

2

3

4

5

6

7

8

9

I

II

III

IV

V

VI

VII

VIII

IX

                 

10

20

30

40

50

60

70

80

90

X

XX

XXX

XL

L

LX

LXX

LXXX

XC

                 

100

200

300

400

500

600

700

800

900

C

CC

CCC

CD

D

DC

DCC

DCCC

CM

Forming Numbers - The Rules

When a symbol appears after a larger (or equal) symbol it is added

  • Example: VI = V + I = 5 + 1 = 6
  • Example: LXX = L + X + X = 50 + 10 + 10 = 70

But if the symbol appears before a larger symbol it is subtracted

  • Example: IV = V − I = 5 − 1 = 4
  • Example: IX = X − I = 10 − 1 = 9
  • 1 answers

Sia ? 3 years, 7 months ago

{tex}A = \frac {h_b b}{2}{/tex}

  • 2 answers

Surya. B 3 years, 10 months ago

31

Rakesh Patel 3 years, 10 months ago

31
  • 1 answers

Samyak Kiran Kallo 3 years, 10 months ago

189
  • 1 answers

Rakesh Patel 3 years, 10 months ago

2479
  • 1 answers

Sia ? 3 years, 5 months ago

65.432

  • 1 answers

Mishti Bharai 3 years, 10 months ago

13

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