This content is an educational explanation of data representation, focusing on number systems (decimal, binary, octal, hexadecimal) and their conversions, as well as character encoding schemes like ASCII and Unicode.
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Hello students, how are you all?
Our chapter number one is over and
from today we will start our part number 2
which is called
data representation, that is, data representation is
very wrong, subscribe to this channel
and friends, share it too, okay now see,
in this our first heading will be date,
ten symbols and numerals, what do
we call them, and numerals, okay, the
biggest thing is because there are 10
symbols in it, there are 10 numerals, that is
why it is called decimal number
system, did you understand this much, yes, or what are the
10 symbols, brother, tell me again, come on,
123456789, now see, you will
definitely need it, so what do you have to do, 10, okay,
10 digits, how many dates are there,
another new word in the book,
radix. So, radix is nothing. Date is the
base of
what is radix and the base of this
raised to the power of the base of your number system. It is
raised to the power of the base.
Okay, it will be raised to the power of that. First thing, let's
binary point. Did you understand,
if you go to the right of decimal, if you go to the
exact right of decimal, then
negative numbering starts from here. Date is
-1 to the power of 10 and -2 to the power of 10. Did you understand,
understand,
yes brother, if it goes further, then understand it further. Then
this leftmost
digital number,
we call it MC MSG which
means most significant
We call it LSDI which
means least significant.
you have plus power one, then it means
1 / which has power on it like
we have this, mother, take 10 to the power of -5 a,
so this is bi b equivalent to 1/10 to the
power of five a, you to the power minus five, this
bi b's value is 1/2 to the power of 5, okay
see, the concept will come here, it is my
responsibility to teach you the concept
now how much will this become, this will become 1/10
means 6/10 what will be the meaning of 6/10,
07
so if we add this from here then this would have become
oh did you understand, did
you understand or not, how much is its binary number system, can we
say and we can also call them digits,
now the numbers which will be in the binary point left will be
positive and will be in an increasing order,
but for example, we can do
zero from any combination, I am one zero one one zero one zero one, okay,
I have done this much contemplation
now If I see its position value,
what will be its position value. Look, I
told you earlier that in any number system
when there are positional values, they are placed at the base,
it is placed at the power of the base, so
what is its base, the best is its 2 to the
power of zero, okay, after this 2 to the power of one,
2 to the
power of three, this will be 2 to the power of 4 and
significant,
So this is our final expression,
now how will we solve it, keep two things in mind, if the
power of any number is zero, then
its answer is one,
if it is in any minus, like 2 to the power of
minus three is written, then it means
1/2 to the power of three, okay, if you
understand then I will solve it simply, I will do it,
today you will do it,
tell me how much it is together,
yours is 38, so 32 plus this is yours It will become
zero, it is being multiplied by zero plus
this will be 8, this will become 4 + this will become
your zero and this will become how much one plus
so see, the base of the differential number system is the
radix, how much is this 8,
8 is the most important
number system, when you study this thing further,
you will have a complete subject, okay,
this is discrete electronic, okay, so it is a
bases of come
unique symbols
also called weight [music]
because even if you search separately, you should get the
topic, first of all we will
take a point and we will call this point in it,
date this is our optical point,
what is this, date this point is called octal point, okay,
okay,
number, we can take any number on our left,
but for example, I have taken 2 4 6
positive powers will come and on the right,
now a two-button system, son. You always have to keep in mind that
if a number is zero to the power of one, if it has a
negative power, it
means that the power will be applied to 1/4 of the number. Now, they will be
giving a lot of help in doing both these things. So, we have to learn
how to value a number. First of all, we will see the
Okay, now see how to do it. First of all,
So, hello kids, how are you? How are you?
We can do it brother. I am doing fine. Brother, I will
just tell you about tea. Don't ask me how I am doing.
You must be thinking this. No, friend, I am just
fine. Brother, do you want to change the script this time? I
mean, come on, son, today we will study the
Some are digits, some are alphabets.
alphabets.
Now, if we talk about symbols, let's
look at the symbols a little. What symbols do we have?
have?
First of all we will have digits and
digits, we have date zero one two three four five six seven eight two nine okay no
we have some alphabets also let's see
what are the alphabets of date
we have alphabets date a b c
d a f okay
its also if we call it positional value system weight then it will be
okay whatever is on the left will have its weight
our positive goes on the left and
we have hexadecimal here
after that son octal will come our decimal will
start zero one two three four five six seven eight it goes
till seven 0 1 2 3 4 5 6 7
what to do after 7 we have to make this from one
so what will be in national one zero decimal
5678 this will also come later
after nine it will come in this a b c di and f a gya
gya
and no now which one did we have oh okay
so in this 11 12
another use of these dat is dz r
news you
specify color codes
very small thing I want to
zero f s 0 0
start memorizing a small homework from f it will be fun
okay you will get to learn something new in
today's video
I had told you the
rest I am watching many of these children do
not like the video nor do they
subscribe it seems to be quite big I
hope you guys will keep
supporting the channel as long as you keep
supporting the channel videos will keep coming the
most important thing is the
decimal number system in big of this number system the
first thing is important so because so
you write a point in it
talk about it again. First of all, our conversion has been done
decimal to
And we will convert it to binary. Just keep
one thing in mind, first of all,
we can have two types of numbers.
First of all,
one number can be a whole number, that is, none of it is a
we will divide by five and whatever
reminder comes for it, whatever reminder
comes, we will write it here. Okay, like
I have to divide by 0,
why will I do this by 0 because the base of binary is 0,
so 2 * 2 will be four. What will be
our answer? One and 0 will become 0, 0 will become
reminder zero and 20 over
and we will write reminder of one. Okay, then the
reminder has been done. Now, whatever reminder you get,
you will get top, sorry, bottom to top. Okay,
in what order from bottom to top.
You have to keep this order in mind, date is
bottom to top, you have to write
date here, if we have written so one
zero one off you, okay
and from you we will address you one, our
answer will be one, you will now come here 10 and
we will write it from top by taking approach in water,
test 43 of time,
1012,
see
first of all
our method is
repeated multiplication method, what is it called repeated
repeated
okay
write it in bottom order and see, you
and you have to keep in mind that we have
first method we have positional value method
and if you have come to this channel for the first time then do
subscribe to this channel so that
such videos keep coming for you, now see, first of all we will
27, how much will it become, 27 to the base 10,
how much will it become, base 10, I
this, equal to you,
brother, which one am I talking about, son, let me
multiply by you, multiply by you and the
next bit, what do we have to do,
in this we will multiply by two and in this
we will add the next bit, so 2 * 1 + 1 +
if you get the fractional part, what do we get,
if I get the fractional part in the office, then
convert the address into
fractional words, so we will
use the fractional word with weight,
always need to know the value, first of all,
power one to the power of 2 minus
you to the power one in zero plus you to the power zero
zero plus
you to the power minus you in one plus
further on,
Okay, if we consider the example of test 266,
if I take another example, like
this number, I am considering a random number,
we will consider it base of 10, equal to four, six, to the base of ... There are
8 digital symbols, we have 8 symbols
from zero to 7 0 1 2 3 4 5 6 7 so let me ask you a
little question now see zero
zero zero one is of 0 zero zero one is of zero three zero zero one one is of
zero one is of 0 zero zero one is of zero three zero zero one one is of
1405 zero one zero one is of 16 0 1 1 0
mind if you can keep in mind in such a small space
then keep this thing in your mind now it
is a very easy conversion see to do it simply so
now the first thing as you can see
I have done the conversion here son
how many are there these valences of binary these are of 4
bits how many are there of 4 bits see
now how many will we add in this one
see in this one there is 2 okay what is 0
now we have to make 0 and 8 equal okay so
how can we convert 0 to the power of 3 = 8 is there, is
n't it, x is the concept,
understand it carefully because now three equals 8
means that we have to consider the value of three bits,
what we have to do is the value of 3 bits,
that is, we have to consider only three
daughters, okay, start, we will remove all these, okay,
understood the thing, because if there is a number system, then
4 digits are considered there, that is why
I am explaining it to you like this, you have to
write it down and add them together,
so four is 1007,
I removed the starting zero and you is
zero one zero, so our answer will be
oh it is, oh brother, it is, let's do another question
31 of d base, we have to convert, so
five four three and one, so see, first of all
what will be one, zero zero one and you will be
0 1 1 4, ours is 100 and
number date is this 3.1 you d base of ate have to be converted to
d base of ate so I do
n't have to do a simple question, you
know everything, you are smart, you see
3011 and
013 yes and your question was how much of this is zero zero one one,
so you just have to do it simply, you have to
add and write it 3.1 you d base
of ate is equal to zero one one point zero zero one
you d base of ate, d base of ate, oh did you understand the point, did you
not understand it, it is very
good, you understood it, like the video and also
now we are binary numbers, what do we have, for example,
we know that in binary numbers,
we have to consider three bits of octal,
so if we are given any one number,
like the number I have been given is 170
170
111 and
010, what will we do first of all,
device rule number one is that we will
divide this number, division is done
from the right side,
I will tell you the reason for it Divide from
group,
in whose group do you have to divide it into groups of three feet,
okay, that means friend, the one should be
3m, as soon as 0 1 0 1
becomes f11, you become 100, now what are these two, what is
their value,
what can I
if we do it with this thing, I will position it
7 8, now if you apply my formula in this big one,
you said Vishal Bhaiya is doing it,
divide it by 3, so
I did it in three and then I did it in three
and now in this, wherever there is only one or two values
less, I will
put zero in the beginning and we will complete our work, we will
if you get the fractional part
in this, then do something like what we were doing till now,
see, like if we have to say one one one one
zero point 0101, take
care of it, like 1001101, like
if we move left from this point, then the
groups are formed from here,
where It is made from the last point of view, okay, so
if we create a group for this, then first we have
this group, then we will create a value like this,
when we go to point right, then
add it where we get less, what to do is
six zero one zero means
we will convert from decimal, we will do decimal to x conversion, do
videos are very small because I want that videos of the topic should be
I want that videos of the topic should be kept separately, because you can get confused in conversion, due to this
kept separately, because you can get confused in conversion, due to this
423 of six is decimal, we are converting 10,
sir what should I say that we will divide 423 by which number, by which we will divide, we will divide the one in which
we have to convert, we will divide it by 16, okay
divide it by 16, okay 26 and here a reminder is written,
26 and here a reminder is written, our reminder will come, 7 okay, then we will divide 16,
our reminder will come, 7 okay, then we will divide 16, date this 16 * 1 = 16 and our reminder will
date this 16 * 1 = 16 and our reminder will come as 10. Now keep in mind that there is
come as 10. Now keep in mind that there is no 10 in the system. Who notes 10? It is done
no 10 in the system. Who notes 10? It is done with a. 10. Okay, if we subtract 10 from
with a. 10. Okay, if we subtract 10 from zero, how much will be left here? 16.
zero, how much will be left here? 16. How will 16 be created here?
How will 16 be created here?
Friend, let's do the same question once.
We have 2004, you want to reduce the base of 10 to the
2004, you want to reduce the base of 10 to the base of 10. So, we
base of 10. So, we will divide one four by 16 and
will divide one four by 16 and write our reminder here. 36 * 1 = 16. Okay,
write our reminder here. 36 * 1 = 16. Okay, 16. And look, I am a little bit into my calculations. It is not a
16. And look, I am a little bit into my calculations. It is not a
wage, it is not the situation. So, we will do it from the calculator. So,
mind that in this we will consider 4 bit binary numbers. So, you write 9f
binary numbers. So, you write 9f and
and now write the conversion of 0 to binary. And F
now write the conversion of 0 to binary. And F means 15. F means what?
means 15. F means what? Write the conversion of 15 into binary. And
Write the conversion of 15 into binary. And what is one? Write its nine. I remember it is
what is one? Write its nine. I remember it is zero zero one zero. It is of you and F is of one one
zero zero one zero. It is of you and F is of one one nine. If we take it out, then
nine. If we take it out, then they have N 7. Our date will be
they have N 7. Our date will be nine. Our just second just second
nine. Our just second just second zero one one zero, our nine becomes
subject has been studied, so I will explain it more clearly.
You have to add and write down the date. This 9f of you is of 16. This is equal to one zero zero one one one zero zero one
of 16. This is equal to one zero zero one one one zero zero one zero you of
zero you of base of you. Because what is this
base of you. Because what is this binary number? What is a number? It is a binary number.
binary number? What is a number? It is a binary number. And also understand one more thing, tourist,
And also understand one more thing, tourist, how much is the power of 16? For this reason,
okay, to represent yourself, I will give
you some homework. Now tell me one homework in the comment section. It is
tell me one homework in the comment section. It is told from the comment section that how many
told from the comment section that how many children are serious? Or not, rest
children are serious? Or not, rest I will try my best and
I will try my best and tell you, today
tell you, today I have recorded only 12 videos
I have recorded only 12 videos of this chapter, okay, so tell me
of this chapter, okay, so tell me how much hard drive Raman has, I am reporting you guys,
how much hard drive Raman has, I am reporting you guys, okay, if you guys keep supporting us,
okay, if you guys keep supporting us, we will reach more children and bring a
we will reach more children and bring a change in the lives of children, because
change in the lives of children, because not every school has good teachers,
not every school has good teachers, I know this, so I am trying from my side
I know this, so I am trying from my side that we can bring a change in
that we can bring a change in
binary, so the answer will be commented, you guys will
convert it from binary, okay, we will convert it from binary and one thing
convert it from binary and one thing you should keep in mind that the base of this binary is 16, the
you should keep in mind that the base of this binary is 16, the base of x is 16, so now
base of x is 16, so now if we have equal on both sides, then you will
if we have equal on both sides, then you will raise it to the power four, okay, so
raise it to the power four, okay, so what will we take in this, this time we will consider 4 by binary,
what will we take in this, this time we will consider 4 by binary, how many weights will come in four weights,
how many weights will come in four weights, we will consider 3 by binary in octal, there is nothing to do,
we will consider 3 by binary in octal, there is nothing to do,
very It is very easy, it is the easiest. Take any number, for example, I have taken one one
zero one zero and convert it into 16,
okay, 12345.
What will we do for this, we will use the position value motion. So here
use the position value motion. So here I will write this, 2 to the power
I will write this, 2 to the power zero, 2 to the power one and 2 to the
zero, 2 to the power one and 2 to the power three because we have kar son. So
power three because we have kar son. So I have written kar here. Now first let us find out this, let us find out
I have written kar here. Now first let us find out this, let us find out
what is this. Subtract one here, zero here, one here. So
So how much will this become? This will be your
how much will this become? This will be your one and one from here, how much will this become? 2 from here, so how much will this become?
one and one from here, how much will this become? 2 from here, so how much will this become? How much will this become? 10 and
How much will this become? 10 and 10. What happens in the exercise, what happens, A is ok, our one
10. What happens in the exercise, what happens, A is ok, our one
zero one one, so this will give us 8, okay, and this will give us
us 8, okay, and this will give us
8, and this will become our zero, nothing. So this is our one from here, we will get 0 and
So this is our one from here, we will get 0 and from here, how much will we get one,
from here, how much will we get one,
what will be your B? 11. If it happens then this will be your B okay
your B okay now your date will come, this no way bill has zero zero one
now your date will come, this no way bill has zero zero one zero now this is your 2's,
zero now this is your 2's, okay so date is you no way have a
okay so date is you no way have a answer date is this now how will we write the answer,
answer date is this now how will we write the answer, we can write our answer like this 10 11011
we have to convert it into hex so see from point to point whatever is on the left
point to point whatever is on the left we will create it from the last digital, that is we will do
we will create it from the last digital, that is we will do grouping like this
grouping like this okay whatever is on the right
okay whatever is on the right whatever is on the right
whatever is on the right then we will do grouping from point here
then we will do grouping from point here now wherever there is no back we will put
now wherever there is no back we will put zero zero okay let's find out the
zero zero okay let's find out the position value of all first of all
position value of all first of all our method will remain the same 2^3 2 to the power of 2 2 to the
our method will remain the same 2^3 2 to the power of 2 2 to the power one and you to the power of zero, we find out first of all
power one and you to the power of zero, we find out first of all its 1 1 0 is A okay
its 1 1 0 is A okay you to the power of zero will become 8 from here it will become from here
you to the power of zero will become 8 from here it will become from here you will become from here sorry it is
you will become from here sorry it is 84 it is
84 it is
now let's find out 0101 ours will be five, how much will it be five,
0101 ours will be five, how much will it be five, so 5 - simply like this, it will go
1100, so this will be our 8, this will be our 4 8 * 4 12, so 12 is our date,
our 4 8 * 4 12, so 12 is our date, this A, our 10 is ABC, our 10 is
this A, our 10 is ABC, our 10 is 11 12, so this will be our C, how much will it be C,
11 12, so this will be our C, how much will it be C,
what will we convert into binary, so see
9f and tu, now write the conversion of tu in binary and F
now write the conversion of tu in binary and F means 15 F means what has been
means 15 F means what has been converted Write down the value,
I remember zero zero one zero is tu and f is one one one, if we
and f is one one one, if we take it out, then they have seven, our
take it out, then they have seven, our det is nine,
det is nine, our det is nine, I have
read it, so I will explain it more clearly, I have taken out tu,
now you don't have to do anything, you just have to add and write down the det is 9f of
you just have to add and write down the det is 9f of tu, tu d base of 16 is equal to tu, one zero zero one one zero zero one zero,
tu, tu d base of 16 is equal to tu, one zero zero one one zero zero one zero, tu d
tu d base of tu, d base of tu, because what is this
base of tu, d base of tu, because what is this binary number, what number is a binary number,
binary number, what number is a binary number, and also understand one more thing, tourist,
and also understand one more thing, tourist, how much power is 16, for this reason,
okay, to represent yourself,
let me give you some homework, now tell me some homework in the comment section, I
tell me some homework in the comment section, I tell you from the comment section that how many
tell you from the comment section that how many children are serious or not, rest
children are serious or not, rest I try my best from my side, I will
I try my best from my side, I will tell you, today
tell you, today I have recorded only 12 videos
I have recorded only 12 videos of this chapter, okay, so tell me from Raman
of this chapter, okay, so tell me from Raman how much hard drive I am reporting you guys,
how much hard drive I am reporting you guys, okay, if you guys keep supporting us,
okay, if you guys keep supporting us, we will reach more children and bring a
we will reach more children and bring a change in their lives because
change in their lives because not every school has good teachers,
not every school has good teachers, I know this, so I am trying from my side
I know this, so I am trying from my side that we can bring a change in
that we can bring a change in
binary, so if you comment on the answer, you guys should
and those kids who have done the previous videos well, all of you have not commented on your homework, due to which
all of you have not commented on your homework, due to which it sometimes
it sometimes seems that you guys have done your homework,
seems that you guys have done your homework, please tell us in the comments,
if you look at your conversion,
now what do I have to do, then you have to cancel 3 bits, then
we will consider 3 buttons, now let's look at 3 bits once, look,
look at 3 bits once, look, first we will look at binary,
first we will look at binary, after that will come octal and we will talk about
after that will come octal and we will talk about decimal
01234 567, okay,
from base 0 to base 0, if we are converting to base 16,
base 0, if we are converting to base 16, okay, from base 0 back to 16, or
okay, from base 0 back to 16, or we can do its voice Varsha also send 16. If we are
we can do its voice Varsha also send 16. If we are converting it into binary then we will consider it.
converting it into binary then we will consider it.
We will consider 4 bits. Okay,
010 11 12.
After this, 9 10 will be called A. Let B let C let D let F management
let C let D let F management 12 13 14 15 16 and 17 12 13
14 and 15. You have to make this table once. Okay, it might be a
Okay, it might be a bit confusing, I am sorry for that. Let's
bit confusing, I am sorry for that. Let's see two
see two questions. Number one has to be converted. 1946
6, zero one one zero, that means we are converting every number into binary. Okay,
into binary. Okay, after that you will put a dot and B means
after that you will put a dot and B means we have 20 is for binary number b, we
we have 20 is for binary number b, we have 101 and for binary number six we will have
have 101 and for binary number six we will have
understand or not, it is
okay sorry but I was correcting the mistake, I am
correcting the mistake, I am
also doing the first technical English, see I told you correctly, now we will
see I told you correctly, now we will convert this number from here, whatever answer you have got,
convert this number from here, whatever answer you have got, we will convert it into binary, to
we will convert it into binary, to convert it into binary, we will
convert it into binary, we will make groups of three digits, so they have three and these
make groups of three digits, so they have three and these three we have three, these three are three, these three are three and these three are three,
three we have three, these three are three, these three are three and these three are three, okay, if there is an extra
okay, if there is an extra zero left, I will keep it as extra,
zero left, I will keep it as extra, okay
me tell you again, we will
convert the number that I have given to hexadecimal. In this we have to consider which four bit binary in binary,
In this we have to consider which four bit binary in binary, that is
that is you have to write 4 bit binary of each number, after that
you have to write 4 bit binary of each number, after that what we have to do is after that we have to convert the binary number
what we have to do is after that we have to convert the binary number which we have got into binary number by considering
which we have got into binary number by considering
each binary number as 3 bit binary and then we will learn binary addition.
learn binary addition. What will we learn today, with the
What will we learn today, with the help of binary addition and binary addition
help of binary addition and binary addition you can calculate the binary of any number
you can calculate the binary of any number and can do addition in it, if you
and can do addition in it, if you remember one or less then you can remember,
remember one or less then you can remember, you can remember one, zero is zero zero one and
you can remember one, zero is zero zero one and five is zero one zero one and
five is zero one zero one and 10 is one zero one zero, now if you know
10 is one zero one zero, now if you know addition then you
addition then you can calculate numbers beyond this, first of all
can calculate numbers beyond this, first of all see the thing, if you keep the
rule in mind then your headache will be reduced, first of all see the rule,
first of all see the rule, what is zero plus zero in binary, it is zero,
what is zero plus zero in binary, it is zero, you will eat, there is a difference in it brother,
you will eat, there is a difference in it brother, this is there in our math also, we said okay, wait now what is
this is there in our math also, we said okay, wait now what is 0 + 1, it is one, we said
0 + 1, it is one, we said okay, you also said okay What is 1 + 0?
okay, you also said okay What is 1 + 0? This is one. So we said okay.
This is one. So we said okay. We said okay. Now rule number four, son,
We said okay. Now rule number four, son, understand carefully. See, what is 1 + 1?
understand carefully. See, what is 1 + 1? Here, 1 + 1 is 10. Where 1 +
Here, 1 + 1 is 10. Where 1 + tan1 is, where your one is, here
tan1 is, where your one is, here your one is your curve. What
your one is your curve. What is the curve? You understood everything. What is this, son, what is this
is the curve? You understood everything. What is this, son, what is this date? Number five date. If we add 1
date? Number five date. If we add 1 + 1 + 1, if three ones are added, then one
+ 1 + 1, if three ones are added, then one and one will come in which what will be one one? What will be
and one will come in which what will be one one? What will be your curve?
Question number one is
is 0101.
Okay, how will it happen? I am telling you how much is 1 + 1. Look, one will come below and
how much is 1 + 1. Look, one will come below and how much will this come? Okay, now how much is 1 + 1? How much is
how much will this come? Okay, now how much is 1 + 1? How much is one plus one? One will
one plus one? One will come below one and it will become one.
When three ones are seen, one will not go, where will your a1 go?
Just again, I made a mistake yesterday, I made a mistake, that is why I am asking why my answer is not matching. It is doing it, wait see,
that is why I am asking why my answer is not matching. It is doing it, wait see,
10 will come, 10 will come here, one, okay, let me tell you the same thing,
come, 10 will come here, one, okay, let me tell you the same thing, my family, how is it, now again
my family, how is it, now again zero and now one will come, when three ones are
zero and now one will come, when three ones are added, then it will be made below and one one will also
added, then it will be made below and one one will also come above, now understand what is the reason of three ones,
come above, now understand what is the reason of three ones, see 1 1 1, because when two ones are
see 1 1 1, because when two ones are added, two ones are added, so
added, two ones are added, so what is left, so we have one zero,
what is left, so we have one zero, okay, and one one is left, if you
okay, and one one is left, if you
add these ones also, then that one one is left and one zero goes here, did you understand, oh I understood,
is left and one zero goes here, did you understand, oh I understood,
10 zero is here, zero will be here, and how much is one, so how much answer is one zero zero one, oh it did
and how much is one, so how much answer is one zero zero one, oh it did not come,
not come, take the next question, now see, it is a decimal
take the next question, now see, it is a decimal question,
11.01 and 101.1 have to be added, okay, see how will it happen,
101.1 have to be added, okay, see how will it happen,
add one to pizza, how much is 11? How much is 10 11?
11? 101, whose is it, you
101, whose is it, you will do plus one, zero one, this is whose,
whose is it, four, if we do 18 in this, then how much is it, tell me
tell me 101, how much is it for 5,
101, how much is it for 5, okay, if we do 18 in this, then how much will it be,
okay, if we do 18 in this, then how much will it be, 110, whose is it, six, we will do plus one,
110, whose is it, six, we will do plus one, how much will it be,
interchange on American standard code, that is, something is happening that these are American
something is happening that these are American standards, that is why
date they have just again done, this is done and from here
and from here your
group will be this one, okay,
zero, okay, now look, we call 48, 45 and 50 as 7 in this, within its 7 7 beat, information information interchange information
you define the characters, the characters These are the
characters, the characters These are the characters needed for
use them on our computer systems. So, we definitely need
we definitely need this.
All your types like HD code,
like HD code, SSC code, all of these come
SSC code, all of these come under our unique word. And when we
under our unique word. And when we code, I will not show you that we are
code, I will not show you that we are coding on unique and character set only.
coding on unique and character set only. Today
Today our chapter number is going on in our programming. We have some
our chapter number is going on in our programming. We have some important terms in it,
important terms in it, we will discuss them also and do a little bit of fourth, so
we will discuss them also and do a little bit of fourth, so please
please listen carefully. Okay, you have to write a little as well,
listen carefully. Okay, you have to write a little as well, I have seen many children who watch videos without us, I do
I have seen many children who watch videos without us, I do n't know how lecturers,
n't know how lecturers, from where did this super power come
from where did this super power come into you, you know, let's
into you, you know, let's first talk about
code space. Now see brother, what is code space, see
all the characters that you use through your encoding scheme,
encoding scheme, what do we call them, they are
what do we call them, they are called code space, for example I will do it
called code space, for example I will do it like your s is the same, s is the encoding
like your s is the same, s is the encoding scheme, how many code spaces does it have,
scheme, how many code spaces does it have, see it has code spaces
see it has code spaces from
02127, I just told you because our 7 128 characters are
our 7 128 characters are numbered from zero to one, zero to 127,
but we will understand them carefully, Max, what is this code point, code point, now see,
what is this code point, code point, now see, what is this code point,
represented, brother,
convert it into the word recording scheme, and write it once in the comment area, okay, let's
write it once in the comment area, okay, let's talk now,
okay, unicorn scheme, multiple
encoding system,
multiple systems through which we can
systems through which we can represent characters, now what are these multiple
represent characters, now what are these multiple systems, look, we have a
systems, look, we have a bit f8, the
way of the binary code
character set, it is actually mapped to a byte
binary code, binary code machine
now what will be its full form, unicorn transportation format, okay, 32 In other words,
transportation format, okay, 32 In other words, if we talk about it, it has a
if we talk about it, it has a fixed length,
but what is there here is a fixed encoding scheme, okay, date it is exactly,
okay, date it is exactly, date it is exactly,
date it is exactly, four BS, how many wickets does it use, they
four BS, how many wickets does it use, they use your four white,
use your four white, so represent the Unicode points,
so represent the Unicode points, you represent the
points of your YouTube 32, which is finished
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