How is the fractional number for "3 out of 7 of the fruits are ap...
Explanation:
- Given: 3 out of 7 fruits are apples
- Fractional representation: To represent this as a fraction, we take the number of apples (3) as the numerator and the total number of fruits (7) as the denominator
- Writing as a fraction: Therefore, the fractional number for "3 out of 7 of the fruits are apples" is written as 3/7
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How is the fractional number for "3 out of 7 of the fruits are ap...
3 out of 7 = 3/7 is the correct answer. Therefore option A is the correct answer...
How is the fractional number for "3 out of 7 of the fruits are ap...
Understanding the Fraction
To determine how the phrase "3 out of 7 of the fruits are apples" translates into a fractional number, we need to analyze the components of the statement.
Components of the Statement
- Numerator: This represents the part of the whole. In this case, the number of fruits that are apples is 3.
- Denominator: This represents the total number of fruits. Here, it is 7 since there are 7 fruits in total.
Forming the Fraction
When we write a fraction, the format is:
- Fraction = (Part) / (Whole)
In this situation:
- Part (number of apples) = 3
- Whole (total number of fruits) = 7
Thus, the fraction representing the apples is:
- Fraction = 3 / 7
Choosing the Correct Option
Looking at the options provided:
- a) 3/7 (This is correct)
- b) 7/3 (This is incorrect; it suggests more apples than total fruits)
- c) 4/7 (This is incorrect; it does not represent the number of apples)
- d) 4/3 (This is incorrect; this suggests there are more apples than total fruits)
Conclusion
Therefore, the correct fractional representation for "3 out of 7 of the fruits are apples" is:
- Option a) 3/7
This fraction clearly shows that for every 7 fruits, 3 are apples.