Sherif and Ashraf
  • last year
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Transcript
00:00:00Peace be upon you all
00:00:04Let's continue with our topics in our methodology in the interview section
00:00:10We started with what we call the interview
00:00:12What is your name in our methodology?
00:00:15Interview
00:00:17What do you mean?
00:00:18Interviewee
00:00:19And you?
00:00:20Interviewee
00:00:21And you?
00:00:22Interviewee as well
00:00:23After knowing the rules of the interview
00:00:26We moved to the applications of the interview
00:00:29And we are talking about the applications of the interview
00:00:32We have the applications of the vertical scale
00:00:36After the vertical scale
00:00:38Or after we took several ideas and several pictures
00:00:40The second application is always
00:00:42Something called the time equations
00:00:44Which is our second application on the interview
00:00:47What does it depend on?
00:00:48The name of the application on the interview depends on the interview
00:00:51So when I come to deal with the subject of the interview
00:00:53How is this interview, sir?
00:00:54Or what are these time equations?
00:00:56Look, dear
00:00:57When we talk about any variable called time
00:01:00We have something called
00:01:02The time equation of this time
00:01:07The time equation of this time will be
00:01:09This is the time over this light
00:01:12If I have a variable called sound
00:01:14The time equation is called
00:01:16This is the sound over this light
00:01:17Or what is this light?
00:01:18This light is the time
00:01:20So we have the time equation
00:01:22As you were studying last semester
00:01:25The variable for the scene
00:01:27We were getting a variable for the scene
00:01:29We were saying, for example, this is the sound and this is the scene
00:01:30No, no, I want it for the light
00:01:31For the light, its name is over this light
00:01:33Its name is anything over this light
00:01:35And so on
00:01:36Any letter we get
00:01:37Its variable is called
00:01:39Its time equation
00:01:42So when I come to deal with the time equations
00:01:44How is the time equation?
00:01:46The time equation says
00:01:48For example, you have a square scene
00:01:49Plus a square line equals five
00:01:51When I come to the time equation
00:01:52How is the time equation?
00:01:53It is the same as your equation
00:01:54But for the time
00:01:56So when I come to the scene
00:01:57How is the time equation?
00:01:58Two scenes
00:01:59But I put next to it
00:02:00This is the scene and this is the light
00:02:01And also here
00:02:03Two lines
00:02:04This is the line and this is the light
00:02:05What does it do?
00:02:06Zero
00:02:07It is the same as your equation
00:02:08But it's like an equation
00:02:10Within the time equation
00:02:11But we will not call it an equation
00:02:12Within
00:02:13We will call it an equation
00:02:14For the time variable
00:02:16Or we will call it a time equation
00:02:18We will call it, guys, a time equation
00:02:20He assumes that the time equation is something
00:02:22What is it, guys?
00:02:23That everything changes
00:02:25Everything changes
00:02:27Because of its change
00:02:28What is it?
00:02:29Time
00:02:30Anything changes
00:02:31Because of its change
00:02:32What is it?
00:02:33Time
00:02:34For example, I have a point in a curve
00:02:35This point, its place changes
00:02:36As long as its place changes
00:02:38Its place changes
00:02:40Because of who?
00:02:41Time
00:02:42I mean, after a second
00:02:43The point will have a place
00:02:44After two seconds
00:02:45Another place
00:02:46After three seconds
00:02:47A third place
00:02:48I mean, it has different places
00:02:50So, it changes
00:02:51So, we can say that any change
00:02:53For time
00:02:54Is called a change
00:02:57Over a change
00:02:58And he describes this change
00:03:00As a point that moves
00:03:02Or he says, for example
00:03:04The speed of the chain
00:03:06The speed of the chain
00:03:07Speed
00:03:08What does speed mean?
00:03:09It moves
00:03:10What does speed mean?
00:03:11It moves
00:03:12And of course, it moves
00:03:13Because of the time equation
00:03:14So, when he says the speed of the chain
00:03:15From right
00:03:16The speed of the chain
00:03:17It means
00:03:18A change over a change
00:03:19So, the speed of the chain
00:03:20Is different from the speed of the chain
00:03:21So, the speed of the chain
00:03:22From right
00:03:23Is a change over a change
00:03:24So, the point changes
00:03:25It moves
00:03:26So, the speed of the line
00:03:27Is a change over a change
00:03:28And so on
00:03:29So, this equation
00:03:30Will start to put us
00:03:31And it has different types
00:03:33In our lesson
00:03:34Or ideas
00:03:35We divided it
00:03:36Into five ideas
00:03:37To make it easier for you
00:03:38To understand this lesson
00:03:39What are our five ideas?
00:03:41Let's start with them
00:03:42So, the first idea we have
00:03:44Is the idea of direct intersection
00:03:46For time
00:03:47Direct intersection only
00:03:48So, what does this equation depend on?
00:03:49Look, my dear
00:03:50Tell me what is this?
00:03:52A point moves
00:03:53On the curve
00:03:54Square root of
00:03:55Square root of
00:03:56Square root of
00:03:57Three square
00:03:58Equals seven
00:03:59So, two squares
00:04:00Equals seven
00:04:01So, if
00:04:02This is the square root of three
00:04:03At point one and two
00:04:04What is the value of the square?
00:04:05Square root
00:04:06It is very obvious
00:04:07That this is the square root
00:04:08Because it is a time equation
00:04:09And then
00:04:10You will
00:04:11Equate the speed of the chain
00:04:12To the speed of the chain
00:04:13What does it mean
00:04:14To equate the speed of the chain
00:04:15To the speed of the chain?
00:04:16The speed of the chain
00:04:17So, in the first equation
00:04:18What do you have?
00:04:19In the first equation
00:04:20Write the speed of the chain
00:04:21Square root of
00:04:22Square root of
00:04:23Two squares
00:04:24Equals seven
00:04:25And in the second equation
00:04:26This is the speed of the chain
00:04:27And this is the point
00:04:28So, what do I do?
00:04:29I add
00:04:30But how do I add?
00:04:31To the time
00:04:32And we add
00:04:33The usual coefficients
00:04:34Which we will
00:04:35Add one of
00:04:36The coefficients
00:04:37Two
00:04:38Square
00:04:39This is the square
00:04:40The speed of the chain
00:04:41Has increased
00:04:42Two squares
00:04:43This is the speed
00:04:44Of the chain
00:04:45Has increased
00:04:46I don't know how much time I have left.
00:04:48And then, I substitute for S and C.
00:04:51How much is S?
00:04:522.
00:04:532 times 2 is 4.
00:04:54This is S and this is N.
00:04:56Add.
00:04:572 times what?
00:04:582 times 1 is 2.
00:05:003 times 3 is 3.
00:05:02Add.
00:05:032 times 3 is 0.
00:05:052 times 3 is 6.
00:05:062 times 3 is 6.
00:05:07This is 12.
00:05:08And I give it to the other side with the opposite sign.
00:05:10This is N.
00:05:11This is equal to 12.
00:05:12This is equal to N.
00:05:13How much is it in the end?
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