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Class 4 Maths Infographics Chapter 5 Halves And Quarters

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A mixed number such as             can be modeled visually like:
1.
2.
3.
Fractions are numbers that represent part of a
whole, and there are three types of fractions.
Types of Fractions
We can also rewrite improper fractions to mixed numbers!
Break down the fraction as a sum of whole number(s) and
another fraction. 
Do it until you have a whole number(s) and a proper fraction. 
Add all the whole numbers together and write along with
the remaining proper fraction.
2 wholes three-fourths and
It is a fraction whose numerator
is smaller than its denominator.
Proper Fraction
It is a fraction whose numerator
is bigger than its denominator.
Improper Fraction
It is a combination of a
whole number and a fraction.
Mixed Number
How can I write
MIXED NUMBER to IMPROPER FRACTION?
To write them in only one fraction, we can
express each WHOLE in “quarters” or “fourths.”
Since these are whole numbers,
all parts are shaded!
In total, we’ve got: 
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FAQs on Class 4 Maths Infographics Chapter 5 Halves And Quarters

1. What are halves and quarters in mathematics?
Ans. Halves and quarters are fractions that represent parts of a whole. A half is represented as 1/2, meaning one part out of two equal parts of a whole. A quarter is represented as 1/4, indicating one part out of four equal parts of a whole.
2. How do you convert halves and quarters into percentages?
Ans. To convert a half (1/2) into a percentage, you multiply by 100, which gives you 50%. To convert a quarter (1/4) into a percentage, you also multiply by 100, resulting in 25%.
3. How can I visualize halves and quarters?
Ans. Halves can be visualized by cutting an object into two equal parts, such as a pizza cut down the middle. Quarters can be visualized by cutting an object into four equal parts, like slicing a pizza into four equal slices.
4. What are some real-life examples of halves and quarters?
Ans. Real-life examples of halves include dividing a chocolate bar into two equal pieces or sharing a sandwich with a friend. Examples of quarters include dividing a pizza into four slices or measuring out a quarter cup of water.
5. Why is understanding halves and quarters important in daily life?
Ans. Understanding halves and quarters is essential for everyday tasks such as cooking, budgeting, and sharing items. It helps in making accurate measurements, dividing resources fairly, and comprehending quantities in various situations.
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