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00:00As-salamu alaykum wa rahmatullahi wa barakatuh
00:05Wa alaykum as-salamu alaykum wa rahmatullahi wa barakatuh
00:10What is the approach to the job, guys?
00:13Our approach to the job, from the very beginning,
00:16when we talk about the educational equation, which is shown in this picture,
00:19which is shown like this.
00:20Allison Arbia,
00:22Zazima Sin,
00:23Zajimi Sawser.
00:24This equation exists with us for a long time.
00:28This equation exists with us for a long time.
00:32We stopped at a certain point and didn't continue.
00:35Why?
00:36When we came up with the equation,
00:38and we were using the general law,
00:40the negative square.
00:42So, the negative square,
00:44we were talking about a set of solutions, right?
00:46We came up with a solution.
00:48So, let's take a look at this educational equation.
00:51Specifically,
00:53this negative square exists
00:55using something called
00:57the complex numbers, right?
00:59Yes.
01:00What is this thing called?
01:01Complex numbers.
01:02Why is it complex?
01:03Why is it complex?
01:04There was an imaginary part,
01:06and we gave some details about it,
01:08and this was the first lesson.
01:10In the second lesson,
01:12we will also give some details about this equation,
01:15because we know something called
01:17the type of the root of the equation.
01:20And who did we use?
01:22Lomayz.
01:23Lomayz.
01:24What was your name in Lomayz's class?
01:26Beq Tarbiya Maasarbaa Alemgyi.
01:29Your name was Beq Tarbiya Maasarbaa Alemgyi.
01:32Yes.
01:33And then we said,
01:34we will develop a little bit,
01:36and we will see what is the relationship
01:38between the roots that we got.
01:40So, he did something called the relationship
01:42between the roots.
01:43The relationship between
01:45the two equal roots.
01:49Who did we get this relationship from?
01:52Who?
01:53Are people still sleeping or what?
01:55Who did we get this relationship from?
01:57We had some catechists,
01:59and this is Ibrahim, their god.
02:01So, we called them Ibrahim's catechists.
02:04Two small catechists,
02:06we called them what?
02:08The group's catechists.
02:09Yes, the group's catechists,
02:11and whose catechists as well?
02:12So, the group was equal to
02:14the Chinese professor,
02:16the Chinese professor Tarbiya,
02:18and this was equal to what?
02:20Alemgyi,
02:21who is the chef of Professor Tarbiya.
02:23So, we met this catechist for a while,
02:25and we said, Ibrahim wants to raise this catechist,
02:28and he is very interested in raising her,
02:30and she will be raised until she grows up,
02:33so focus now,
02:34because we will continue the
02:36raising of the catechist today.
02:38What is your name, dad?
02:39Faye.
02:40Did you see the love?
02:42The people love you very much, how?
02:44May God always make you successful, dad.
02:47We still have one more thing,
02:50and of course, this is what we will study today.
02:52And this is the last thing that has to do with this equation,
02:55and of course, this is the last thing that has to do with this equation,
02:58because we already knew the Tarbiya equation,
03:00and some of its properties,
03:02and before we start in the fourth lesson,
03:04we will see the assignment of the last lesson first,
03:07if anyone has a question for me, answer it first,
03:12and I will get you on the next page.
03:14Question number 26.
03:19Question number 26?
03:23Is there anything in question number 26 that I don't understand, guys?
03:28Question number 27, was there anything that I don't understand?
03:31Yes, yes.
03:39Question number 13,
03:41What do we have here?
03:43Find the value of 1,000,
03:46which makes one part of the equation 2sqrt
03:53equal to the square of the equation
03:56Question number 13, what do we have?
03:58In our assignment, page 27,
04:00Question number 13,
04:02What did you write?
04:04Find the value of 1,000, which makes the equation square
04:074sqrt-1,000-1,000
04:11is greater than the inverse of the sum of the other in the space 1
04:16is greater than the inverse of the sum of the other in the space
04:18How did you write it?
04:20The sum of the square is 1,000, and the second
04:22The inverse of the sum is the derivative of 1,000,
04:25and if it is greater than 1, then it is equal to 1
04:27If it is greater than the inverse of the sum,
04:30then the derivative of 1,000 is equal to 1
04:32And we work with the same map
04:34Who did we put here?
04:36The two squares
04:38Now we make a page with the name of the square
04:40Right square
04:42Left square
04:44Who is the right square?
04:46The group
04:48And the left square?
04:50The group
04:52Who is the right square?
04:54The group
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04:58And the right square?
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