# data[].attributes.body
Subtracting fractions with unlike denominators is harder because in order to get the fraction you have to find a LCD or least common denominator. If you dont find a LCD then most likely you can not subtract the fractions. What I mean is both of the denominators have to be the exact same to subtract the fraction

# data[].attributes.body
its not easy to subtract fractions with unlike denominators because you would first need to find there common denominator by multiplying than when your done finding the common denominator than you can subtract the fractions and get your difference while like denominators you need only to subtract them and maybe simplify the difference.

# data[].attributes.body
The reason why it's not the easiest to subtract unlike denominators is because you have to find the common denominator unlike what you have to do to the like denominators which is just subtract the numerators.Its not the easiest to subtract unlike denominators also because "Whatever you do to the denominator you have to do to the numerator", so when you multiply you're denominator to fit into your "common denominator' whatever you multiply it by that's what you have to multiply your numerator by so you can find your LDC.With the like detonator it's less difficult because you have the same denominators because when this happens , you just have to subtract the the least greatest numerator by the greatest numerator and you will get your " easier difference to find"the LDC.If you would like to see some examples scroll down below.

Like fract:Exp:8/12 minus3/12=
Answer: 5/12
Prt 1:
Unlike fract:Exp:4/8minus7/24=
Answer:5/24
Prt 2:
Unlike fract:Exp:2/3minus3/7
Answer: 5/21

# data[].attributes.body
I think its hard because with unlike denominators you have to find the common denomanator which to me is hard. Its also hard because you have to find the denominator and when you do that you have to multiply the numerator as many times as you did to the denominator when you find the common denomanator. Ex-2/12 plus 3/6=
2/12 plus 6/12=8/12

# data[].attributes.body
What is hard fr e is when you have to compare and change the denominator an it is hard because it mess you up by saying change the denominator and then add your like what do i do .

# data[].attributes.headline
it is harder because you have to make the denominators equal numbers

# data[].attributes.subject
it is harder because you have to make the denominators equal numbers

# data[].attributes.body
Its harder to subtract with unlike denominators because with unlike denominators you have to find the LCD. But with like fractions all you have to do is subtract the numerator and then keep the denominator.

# data[].attributes.body
It is harder to subtract fractions with unlike denominators than fractions with like denominators because when you subtract with unlike denominators you must find a common denominator for both fractions. And whatever you multiply the denominator by you also have to multiply it by the numerator

# data[].attributes.body
It is harder to subtract fractions with unlike denominators because you have do an extra step, which is to find a common denominator, to make them like denominators, unlike just straight up subtracting like denominators.

# data[].attributes.body
It is harder to subtract fractions with unlike denominators than it is to subtract fractions with like denominators because when you are subtracting unlike denominators you have to make the denominators the same and then you change the numerator and then you can subtract.When you are subtracting fractions with like numerators you only have to add the numerators and you have your answer.

# data[].attributes.body
It is harder to subtract unlike fractions because you need to find the lowest common denominator . Then you have to multiply by how you got your lowest common denominator. Next you would have to subtract and then get your answer. But when you have a common fraction all you have to do is subtract right then and there.

EX:
3/4 -3/8 now you would do 3/4 X 2/2 =6/8 Then you would do 6/8 - 3/8 = 3/8

In conclusion it is harder to subtract unlike fractions then it is to subtract like fractions.

# data[].attributes.body
denominators you don't have to find a like denominator example:
unlike denominator
2/3 - 2/6=
like denominator
2/6 - 3/6=

with 2/3 subtract 2/6 you have to find the lowest comman denominator but with 2/6 - 3/6 you only have to do 2-3 which
is one so your answer is 1/6 but in 2/3 - 2/6 i would have to do 2/3 times 2/2 because 3*2=6 so it i

# data[].attributes.body
It is harder to subtract unlike denominators with like denominators because in order to subtract fractions with unlike denominators you need to know your multiplication facts to convert the unlike
denominator(s) to where both of the fractions have the same denominator.

# data[].attributes.body
Here is my example

# data[].attributes.body
It is harder to subtract unlike fractions than like fractions because with the unlike fractions you would have to find the common denominator and with the like denominator you don't need to do it

# data[].attributes.body
the reason why it's harder is because when you have unlike denominators you still have to find a like denominator but with like d

# data[].attributes.body
It is harder

# data[].attributes.body
It is harder to add fractions with unlike denominators because sometimes it's hard to convert fractions or make them equal.

# data[].attributes.body
It's harder because with unlike denominators you have to find a common denominator and then subtract the numerators and with like denominators all you have to do is subtract the numerators

# data[].attributes.body
it harder to subtract fractions with unlike denominators than fractions with like denominators because when you do unlike fractions you have to multiply as where you subtract like fractions you do not have to multiply.

# data[].attributes.body
It is harder to subtract with unlike denominators because,when subtracting one fraction is larger than the other and not the same size or value so you need to find out how to make them equal which is a very difficult process.