Suppose x needs to be subtracted.
That is 7/8 - x = 5/24
Rearranging, 7/8 - 5/24 = x
so 21/24 - 5/24 = x = 16/24 = 2/3
Suppose x needs to be subtracted.
That is 7/8 - x = 5/24
Rearranging, 7/8 - 5/24 = x
so 21/24 - 5/24 = x = 16/24 = 2/3
Suppose x needs to be subtracted.
That is 7/8 - x = 5/24
Rearranging, 7/8 - 5/24 = x
so 21/24 - 5/24 = x = 16/24 = 2/3
Suppose x needs to be subtracted.
That is 7/8 - x = 5/24
Rearranging, 7/8 - 5/24 = x
so 21/24 - 5/24 = x = 16/24 = 2/3
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Subtraction of fraction.
7/8 - x = 5/24
Algebraically rearrange
x = 7/8 - 5/24
Bring both fractions to common denominator of '24' , by multipling the LH fraction by 3 ( top and bottom
x = 21/24 - 5/24 Since both fraction now have a common denominator of 24, we subtract the numerators.
21- 5 = 16
Hence x = 16/24
We now reduce the fraction to its lowest form . Since both 16 and 24 are multiples of 8 , we cancel down by '8'
Hence x = 2/3
That is the answer , and it will not reduce any further.
Suppose x needs to be subtracted.
That is 7/8 - x = 5/24
Rearranging, 7/8 - 5/24 = x
so 21/24 - 5/24 = x = 16/24 = 2/3
(y - 5)
5 - (-5) = 10
7 subtracted from the quotient of a number and 2 is a -6
5-k
To write "5 subtracted from a quarter of s" as an expression, you can first express a quarter of s as s/4, and then subtract 5 from it. The expression would be s/4 - 5.