View Full Version : Mutiplying fractions
gloria23
Oct 19, 2006, 07:37 PM
mutiply 8/10 x 8/20
mutiply 4/8 x 5/12
mutiply 3/6 x 8/9
Bobbo_the_Beggar
Oct 19, 2006, 08:18 PM
8/25
5/24
4/9
LUNAGODDESS
Oct 20, 2006, 03:22 PM
The first thing you do is find the common denominator... 10 divided into 20 is 2 and then 2times 10 is 20... so the common denominator is 20... now you work with the numerators 2 times 8 equal 16 and the problem looks like this 16/20 * 8/20= (16*8)/(20)=128/20 then you divide 20 into 128 and you will get a reminder of 8 the answer is 6 8/20 and reduce or simplify 6 2/5
pikkulintu
Oct 21, 2006, 05:05 AM
When you multiply fractions, all you do is multiply the numerators together, and the denominators together, then simplify.
numerator
denominator
So:
8 x 8
10 20
8x8
10x20
64 Then simplify.
200
64/200 Divide both numerator and denominator by 2.
32/100 Repeat.
16/50 Repeat
8/25 Cannot simplify any more, so that's the answer :]
&& you just do the same for the other multiplying fractions.
LUNAGODDESS
Oct 21, 2006, 11:06 AM
Pikkulintu... re read... find the common denominator in the beginning... there is an error... if your are multiplying the number... it should be higher than the problem not closely equal too the problem...
Kyo_of_Dir_en_grey
Nov 1, 2006, 05:39 PM
With simple numbers like that you can always just cross multiply and then reduce. So it would be something like 8*20 and then 8*10 and then redues the fraction to lowest terms.
s_cianci
Nov 1, 2006, 08:53 PM
mutiply 8/10 x 8/20
mutiply 4/8 x 5/12
mutiply 3/6 x 8/9
8/25
5/24
4/9
LUNAGODDESS
Nov 2, 2006, 09:43 AM
OK you are right been in logic to long... need to revisit basics...
im my own enemy
Nov 15, 2006, 10:30 PM
I agree with pikkulintu. Just multiply straight across and simplify
LUNAGODDESS
Nov 16, 2006, 07:47 AM
How many times do I have to say I f888up
worthbeads
Nov 16, 2006, 03:51 PM
You know gloria, you could have asked for help, rather than demanding it.
kellyannl
Feb 10, 2009, 09:51 AM
4/5 x 11/6=
galactus
Feb 10, 2009, 10:13 AM
multiply \frac{8}{10}\cdot \frac{8}{20}
What seems to be your difficulty. Multiplying or dividing fractions is easier than adding or subtracting. All you have to do is multiply right across. But first, it may help to reduce.
\frac{\not{8}^{4}}{\not{10}_{5}}\cdot \frac{\not{8}^{2}}{\not{20}_{5}}
\frac{8}{10}=\frac{4}{5} \;\ and \;\ \frac{8}{20}=\frac{2}{5}
\frac{4}{5}\cdot \frac{2}{5}=\frac{8}{25}
Or you can multiply first and then reduce. Doesn't matter.
\frac{8}{10}\cdot \frac{8}{20}=\frac{64}{200}=\frac{32}{100}=\frac{1 6}{50}=\frac{8}{25}
See there?
Now, you try the other two.
EDIT: I just noticed that thread is over two years old. My bad for not paying
attention, but why would anyone resurrect this old thread instead of starting their own?
How did they manage to find it? KellyAnn, proceed with your problem the way I just
outlined.
kikidavis2005
Feb 16, 2009, 05:10 PM
8 x 8=64
10 20=200
64 Then simplify.
200
64/200 Divide both numerator and denominator by 2.
32/100 Repeat.
16/50 Repeat
8/25 Cannot simplify any more, so that's the answer :]
&& you just do the same for the other multiplying fractions.