Identify the missing numerator in the addition expression 13/24 + ?/24 = 19/24?
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The missing numerator in the addition expression 13/24 + ?/24 = 19/24 is 6.
To find the missing numerator in the addition expression, we need to subtract the known numerator from the sum of the fractions.
The given expression is:
13/24 + ?/24 = 19/24
To find the missing numerator, we can rearrange the equation as follows:
?/24 = 19/24 - 13/24
To subtract the fractions, we need a common denominator, which is already provided as 24.
?/24 = (19 - 13)/24
Simplifying the numerator:
?/24 = 6/24
Therefore, the missing numerator is 6.
To identify the missing numerator in the addition expression, we first need to understand how addition of fractions works. When adding fractions with the same denominator, we keep the same denominator and add the numerators.
In this case, the denominator is already given as 24, so we know that the missing numerator must be added to another fraction's numerator to get a sum of 19/24.
The given fraction is 13/24. So, when we add the missing numerator to 13/24, it should result in 19/24.
To find the missing numerator, we can subtract the numerator of the given fraction (13) from the desired numerator (19).
19 - 13 = 6
Therefore, the missing numerator in the addition expression 13/24 + ?/24 = 19/24 is 6.