Fractions made easy - adding three fractions fast - Free Educational videos for Students in K-12 | Lumos Learning

Fractions made easy - adding three fractions fast - Free Educational videos for Students in k-12


Fractions made easy - adding three fractions fast - By tecmath



Transcript
00:00 Welcome to the Tech Math channel . What are we
00:02 looking at in this video is I'm going to be
00:04 looking at a way of adding multiple fractions together .
00:07 So more than two , we're looking at adding three
00:09 or more fractions together . Now , this is in
00:12 response to a question that somebody or a comment that
00:15 somebody had on the video where I was looking at
00:18 adding just two fractions together . They said , well
00:20 what about if you're adding three fractions together ? So
00:23 I quickly had to look at it and this is
00:25 what I've come up with anyway , so it seems
00:27 to work . So first off , what we were
00:30 looking at , the first time when I was adding
00:31 fractions was this sort of thing where we're adding say
00:34 I have and we were adding to these 2/3 and
00:40 the way that we were doing this was this Bowtie
00:42 method . So very quickly a recap , easier to
00:45 get the bottom number . We multiply these numbers two
00:47 , threes , the six To get this number here
00:52 , we went one times three which is three .
00:55 And to get this next number here , we went
00:57 two times two , which is four . We kept
00:59 the same sign which is plus and we equal three
01:04 plus 4 to 7/6 , which is equal to one
01:07 and 1/6 . Now look , uh and if you
01:10 haven't seen this particular video , I really recommend you
01:13 have a bit of a look . Okay , It's
01:15 called the Bowtie method , because first you do this
01:17 section , but then you do this by this and
01:20 then this by this and it looks a bit like
01:22 a bow tie , but somebody quite rightly asked what
01:26 happens if you have three fractions and this is what
01:30 I've worked out with this . So say we want
01:33 to work out something slightly different , Say I want
01:36 to work out a half plus a third . I'm
01:41 going to go fairly easy ones plus uh three quarters
01:49 . Uh Yeah . How do we work this out
01:51 ? This is what I just had a quick look
01:53 at and worked out . First off to get the
01:56 bottom number , we do the same sort of thing
01:58 . We're gonna times all these numbers together . Two
02:00 times three . Six Todd's four Is 6424 . Okay
02:06 , so we got the bottom number . Uh huh
02:10 . Now we're gonna have to deal with three .
02:13 No that's where we're gonna be working to get this
02:14 first number . What we do is we literally multiply
02:19 it by this number . There is this number for
02:22 this number for this number . Okay well we work
02:25 in the middle one , we're going to multiply this
02:26 number by this number . This one when we get
02:28 this one we're gonna go this one by this one
02:29 by this one . Okay , so you might see
02:30 the pattern there . So This one here is one
02:34 times 3 times four which was 12 . This one
02:39 here is one times two times for which is right
02:44 , We're gonna be passing that and I'm gonna be
02:46 passing three times 3 which is nine Times II which
02:51 is 18 . So if we do this , what
02:54 we do is we get 2038 over 24 and this
03:04 is going to equal one with 14/24 left over And
03:12 we can simplify this even further . This equals one
03:15 with 7/12 . Okay , did you like that method
03:22 ? Okay , I just go through one more example
03:24 of this . So what about we do one with
03:29 this attraction ? I'll be honest with you . I
03:31 haven't tested this out on too many numbers yet ,
03:33 so I'm interested to see give people are finding this
03:36 working or not . Um But I'm pretty sure it
03:39 does to say I do well with this attraction ,
03:41 I'm going to do uh two thirds plus a quarter
03:50 mortise one . Okay So to get the bottom number
03:56 once again what we do is we multiply three times
03:59 four times two I'm gonna choose some different numbers here
04:02 . Yeah . Let's face it . I'm gonna choose
04:03 a different I mean I'm gonna make this minus 50
04:06 because I was gonna end up with the same bottom
04:08 number . I don't want that . So three times
04:09 four is 12 times five and 65 . And let's
04:16 start getting and so we're starting with the left one
04:18 here too . Times four is I'd times five it's
04:26 40 . Okay so two times four is 85 .
04:30 It's 40 . Mhm . Then we're gonna get this
04:33 middle over here which is three times 1 times five
04:38 which is 15 . And this number here which is
04:41 five times 1 . Yeah , sorry , one times
04:45 4 times three which is 12 . Okay , So
04:50 we're gonna end up with the same symbols in between
04:52 . So 40 plus 15 is 55 . Take away
04:57 . 12 is 40 three over 60 . So I
05:04 wonder if that's the answer you got . Let us
05:06 know how you go . That's what I worked out
05:08 anyway . Um Anyway , thanks for the comment .
05:12 I hope that answers your question for you . See
05:14 you next time . Bye .
Summarizer

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