Welcome to Long Division: Dividing by a 1-Digit Number (A Step-By-Step Review) with Mr. J! Need a refresher on dividing by 1-digit divisors (aka dividing by 1-digit numbers)? You're in the right place!
Everyone needs a refresher from time to time, so this video is for you if you're looking for help with how to divide. Mr. J will go through an example of dividing a 3-digit number by a 1-digit number, an example of dividing a 4-digit number by a 1-digit number, and explain the steps of long division.
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Hopefully this video is what you're looking for when it comes to long division and dividing by a 1-digit number.
Have a great rest of your day and thanks again for watching! ✌️✌️✌️
✅ Thanks to Aloud, this video has been dubbed into Spanish. #DubbedWithAloud
English This video has been dubbed into Spanish (United States) using an artificial voice via https://aloud.area120.google.com to increase accessibility. You can change the audio track language in the Settings menu.
Spanish Este video ha sido doblado al español con voz artificial con https://aloud.area120.google.com para aumentar la accesibilidad. Puede cambiar el idioma de la pista de audio en el menú Configuración.
[Music]
welcome to math with mr j
[Music]
in this video i'm going to go through a
quick review of division and we're
specifically going to be working with
one digit divisors meaning we're going
to be dividing by one digit numbers if
it's been a while and you need a quick
refresher this should be helpful whether
you're in middle school high school
college continuing your education as an
adult or maybe you just learned this
recently
really no matter what your situation is
here are a couple of examples to help
you out everyone needs a refresher from
time to time let's jump into number one
where we have 820 divided by five now
the first thing that we're going to do
we're going to rewrite this problem
820 is the number being divided so it's
going to go under the division bar the
number being divided is called the
dividend
so 820
is our dividend
for number one and we can put it under
our division bar now we're dividing by
five the number we divide by is called
the divisor so we have 5 on the outside
and now we're ready to go through our
steps divide multiply subtract bring
down repeat so we start with divide
we're going to do eight divided by five
so how many whole groups of five are in
eight
one so that goes above our eight
then we multiply
so we multiply one times five
which is five
and now we subtract so we do eight minus
five
which is three
and now we're ready to bring down our
next digit which is going to be the two
so let's bring this down
and now we repeat so we start over with
divide we have 32 divided by 5. so how
many whole groups of 5 are in 32 well 6
that gets us to 30. so we put our six up
here and we come around
and multiply so six times five is thirty
we subtract
32 minus 30 is 2
and then we bring down our next digit
which is that zero
so we have 20. now we repeat so we go
back to divide so 20 divided by five how
many whole groups of five in 20 well
four that hits 20 exactly so we put 4 up
here
come around and multiply again so we
have 4 times 5 which is twenty
subtract
and we have zero
so our answer is one hundred
sixty four we know we're done because we
went all the way over to the ones place
and we do not have anything else to
bring down we do not have a remainder so
this worked out perfectly so to speak
820 divided by 5 equals
164. let's move on to number two where
we have
6542
divided by eight so let's set this up
six thousand
five hundred
forty-two divided by
8.
so we'll start with divide we have 6
divided by 8. how many whole groups of 8
can we pull out of 6
well we can't do that we don't have any
whole groups of eight out of six so we
need to take a look at the next digit
over and combine that six and five to
make a two-digit number so we're looking
at sixty-five how many whole groups of
eight are in 65
well eight that gets us to 64. so 65
divided by 8 is going to be 8 and that 8
needs to go above the 65.
not the six
now we multiply and i'm going to do this
without drawing the arrows for number
two here so we have eight times eight is
sixty-four
subtract 65 minus 64 is one
then we bring down the four
and we have 14. so we repeat we have 14
divided by eight how many whole groups
of eight are in fourteen well one
then we multiply one times eight is
eight
subtract
fourteen minus eight is six
and bring down
our two
so now we have 62 divided by eight we
repeat
so how many whole groups of eight can we
pull out of 62 how many whole groups of
eight are in 62 well 8 times 7 is going
to be 56
and then 8 times 8 is 64. we don't quite
have enough for 8 it's going to be 7
which gets us to 56. so let's write our
7 multiply 7 times 8
56
subtract we get 6. now we went all the
way over to the ones place so we do not
have any more digits to bring down
we are done this one did not work out
perfectly like number one we have a
remainder something left over so that's
six
is our remainder
the final answer 817
remainder 6. so there you have it
there's a quick review of division and
specifically one digit divisor so we
were dividing by one digit numbers i
hope that helped thanks so much for
watching
until next time
peace
you