Both fractions have 4 pieces eaten, but the size of each piece is different. One-fifth piece is bigger than one-sixth piece. So, eating 4 fifths means eating a larger portion than eating 4 sixths. Using the fraction kit, I see that 4/5 covers more than 4/6. Therefore, the child who ate 4/5 paratha hRead more
Both fractions have 4 pieces eaten, but the size of each piece is different. One-fifth piece is bigger than one-sixth piece. So, eating 4 fifths means eating a larger portion than eating 4 sixths. Using the fraction kit, I see that 4/5 covers more than 4/6. Therefore, the child who ate 4/5 paratha had more food compared to the one who ate 4/6.
For more NCERT Solutions for Class 5 Mathematics Maths-mela Chapter 2: Fractions Extra Questions & Answer:
Maa got 5 pieces, and each piece was half a paratha. So, 5 × 1/2 = 5/2 parathas. When I change 5/2 into a mixed number, it becomes 2½. That means Maa ate 2 full parathas and 1 half paratha. So, in total, she enjoyed 2½ parathas, not just 2 or 3. For more NCERT Solutions for Class 5 MathematicRead more
Maa got 5 pieces, and each piece was half a paratha. So, 5 × 1/2 = 5/2 parathas. When I change 5/2 into a mixed number, it becomes 2½. That means Maa ate 2 full parathas and 1 half paratha. So, in total, she enjoyed 2½ parathas, not just 2 or 3.
For more NCERT Solutions for Class 5 Mathematics Maths-mela Chapter 2: Fractions Extra Questions & Answer:
Dadiji’s parathas were cut into halves. She ate 7 pieces of 1/2. That is 7 × 1/2 = 7/2 parathas. When I write this as a mixed number, it becomes 3½. So, Dadiji ate 3 complete parathas and half of another one. Altogether, she had three and a half parathas for herself. For more NCERT SolutionsRead more
Dadiji’s parathas were cut into halves. She ate 7 pieces of 1/2. That is 7 × 1/2 = 7/2 parathas. When I write this as a mixed number, it becomes 3½. So, Dadiji ate 3 complete parathas and half of another one. Altogether, she had three and a half parathas for herself.
For more NCERT Solutions for Class 5 Mathematics Maths-mela Chapter 2: Fractions Extra Questions & Answer:
Let’s convert halves into parathas. Raman ate 6 halves = 6/2 = 3 parathas. Dadaji ate 7 halves = 7/2 = 3½ parathas. Baba ate 5 halves = 5/2 = 2½ parathas. On the number line, we can see their positions: Raman at 3, Dadaji at 3½, and Baba at 2½. So, each person’s paratha count is clear and correct.Read more
Let’s convert halves into parathas. Raman ate 6 halves = 6/2 = 3 parathas. Dadaji ate 7 halves = 7/2 = 3½ parathas. Baba ate 5 halves = 5/2 = 2½ parathas. On the number line, we can see their positions: Raman at 3, Dadaji at 3½, and Baba at 2½. So, each person’s paratha count is clear and correct.
For more NCERT Solutions for Class 5 Mathematics Maths-mela Chapter 2: Fractions Extra Questions & Answer:
All parathas were cut into fourths. Dadaji ate 9 such pieces. That is 9 × 1/4 = 9/4 parathas. When I write it as a mixed number, it becomes 2¼. This means he ate 2 whole parathas and one piece of 1/4 paratha more. So, his total food was 2¼ parathas. For more NCERT Solutions for Class 5 MathemRead more
All parathas were cut into fourths. Dadaji ate 9 such pieces. That is 9 × 1/4 = 9/4 parathas. When I write it as a mixed number, it becomes 2¼. This means he ate 2 whole parathas and one piece of 1/4 paratha more. So, his total food was 2¼ parathas.
For more NCERT Solutions for Class 5 Mathematics Maths-mela Chapter 2: Fractions Extra Questions & Answer:
I ate 4/6 paratha yesterday evening. I ate 4/5 paratha yesterday evening. Between Sevi and Shami, can you tell who ate more? Use your fraction kit to find the answer.
Both fractions have 4 pieces eaten, but the size of each piece is different. One-fifth piece is bigger than one-sixth piece. So, eating 4 fifths means eating a larger portion than eating 4 sixths. Using the fraction kit, I see that 4/5 covers more than 4/6. Therefore, the child who ate 4/5 paratha hRead more
Both fractions have 4 pieces eaten, but the size of each piece is different. One-fifth piece is bigger than one-sixth piece. So, eating 4 fifths means eating a larger portion than eating 4 sixths. Using the fraction kit, I see that 4/5 covers more than 4/6. Therefore, the child who ate 4/5 paratha had more food compared to the one who ate 4/6.
For more NCERT Solutions for Class 5 Mathematics Maths-mela Chapter 2: Fractions Extra Questions & Answer:
https://www.tiwariacademy.com/ncert-solutions/class-5/maths/maths-mela-chapter-2/
See lessRaman’s father makes nice soft parathas. He cuts the parathas either into halves (2 equal parts) or fourths (4 equal parts) before serving them. He asks his children (Raman and Radhika) each day to find out the number of parathas he made. Maa took 5 pieces of 1/2 paratha. How many parathas did she eat?
Maa got 5 pieces, and each piece was half a paratha. So, 5 × 1/2 = 5/2 parathas. When I change 5/2 into a mixed number, it becomes 2½. That means Maa ate 2 full parathas and 1 half paratha. So, in total, she enjoyed 2½ parathas, not just 2 or 3. For more NCERT Solutions for Class 5 MathematicRead more
Maa got 5 pieces, and each piece was half a paratha. So, 5 × 1/2 = 5/2 parathas. When I change 5/2 into a mixed number, it becomes 2½. That means Maa ate 2 full parathas and 1 half paratha. So, in total, she enjoyed 2½ parathas, not just 2 or 3.
For more NCERT Solutions for Class 5 Mathematics Maths-mela Chapter 2: Fractions Extra Questions & Answer:
https://www.tiwariacademy.com/ncert-solutions/class-5/maths/maths-mela-chapter-2/
See lessDadiji had 7 pieces of 1/2 paratha. How many parathas did she eat? Find out.
Dadiji’s parathas were cut into halves. She ate 7 pieces of 1/2. That is 7 × 1/2 = 7/2 parathas. When I write this as a mixed number, it becomes 3½. So, Dadiji ate 3 complete parathas and half of another one. Altogether, she had three and a half parathas for herself. For more NCERT SolutionsRead more
Dadiji’s parathas were cut into halves. She ate 7 pieces of 1/2. That is 7 × 1/2 = 7/2 parathas. When I write this as a mixed number, it becomes 3½. So, Dadiji ate 3 complete parathas and half of another one. Altogether, she had three and a half parathas for herself.
For more NCERT Solutions for Class 5 Mathematics Maths-mela Chapter 2: Fractions Extra Questions & Answer:
https://www.tiwariacademy.com/ncert-solutions/class-5/maths/maths-mela-chapter-2/
See lessRaman ate 6 pieces of 1/2 paratha, Dadaji ate 7 pieces of 1/2 paratha and Baba ate 5 pieces of 1/2 paratha. How many parathas did each of them eat? Use the number line to find the answer.
Let’s convert halves into parathas. Raman ate 6 halves = 6/2 = 3 parathas. Dadaji ate 7 halves = 7/2 = 3½ parathas. Baba ate 5 halves = 5/2 = 2½ parathas. On the number line, we can see their positions: Raman at 3, Dadaji at 3½, and Baba at 2½. So, each person’s paratha count is clear and correct.Read more
Let’s convert halves into parathas. Raman ate 6 halves = 6/2 = 3 parathas. Dadaji ate 7 halves = 7/2 = 3½ parathas. Baba ate 5 halves = 5/2 = 2½ parathas. On the number line, we can see their positions: Raman at 3, Dadaji at 3½, and Baba at 2½. So, each person’s paratha count is clear and correct.
For more NCERT Solutions for Class 5 Mathematics Maths-mela Chapter 2: Fractions Extra Questions & Answer:
https://www.tiwariacademy.com/ncert-solutions/class-5/maths/maths-mela-chapter-2/
See lessAnother day, Raman’s father cut all the parathas in 1/4. Dadaji took 9 pieces of 1/4 paratha. How many parathas did he eat?
All parathas were cut into fourths. Dadaji ate 9 such pieces. That is 9 × 1/4 = 9/4 parathas. When I write it as a mixed number, it becomes 2¼. This means he ate 2 whole parathas and one piece of 1/4 paratha more. So, his total food was 2¼ parathas. For more NCERT Solutions for Class 5 MathemRead more
All parathas were cut into fourths. Dadaji ate 9 such pieces. That is 9 × 1/4 = 9/4 parathas. When I write it as a mixed number, it becomes 2¼. This means he ate 2 whole parathas and one piece of 1/4 paratha more. So, his total food was 2¼ parathas.
For more NCERT Solutions for Class 5 Mathematics Maths-mela Chapter 2: Fractions Extra Questions & Answer:
https://www.tiwariacademy.com/ncert-solutions/class-5/maths/maths-mela-chapter-2/
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