#help-36
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Just want to confirm the answer.
Quest: No. Of all possible matrices of order 3x3 with each entry 0 or 1 is?
My ans: 2^9
yes.
Ok tysm
This has been asked on Math StackExchange before:
https://math.stackexchange.com/questions/941135/number-of-possible-3x3-matrices-with-0-1-entries
Oh
It's in bijection to {0,1}^9
What does that mean?
Two sets A and B are said to be in bijection iff there is a function phi such that phi is injective and surjective (i.e. bijective) such that phi(A)=B
Oh
Okay, what does {0,1}^9 mean though?
You raised a power to the set of 2 elements
see cartesian product
Oh
Which is all possible pairs of 9 elements from set {0,1}
And no of those 9's pair is 2^9
You said it's in bijection to {0,1}^9. Can you say what is set A, set B and phi here? I can understand B is {0,1}^9 but what is A and phi?
A = your matrices
B = {0,1}^9
phi = map the matrix to the list of its coefficients (I won't write that in math language on my phone)
Alright thank you
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How would you do this <@&286206848099549185>
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test?
?
It’s not a test
in terms of degrees or radians
It’s rtheta
This has no relevance to velocity or distance
arc length for vector function?
Don’t know what you mean bro
@pliant gull Has your question been resolved?
Yes
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Hi quick question, why does AX+B=A <=> X=I-A^(-1) * B
talking about matrices
$$AX + B = A$$
$$AX + B - B = A - B$$
$$AX = A - B$$
$$A^{-1}AX = A^{-1}(A-B)$$
$$IX = A^{-1}A - A^{-1}B$$
$$\boxed{X = I - A^{-1}B}$$
Rub05
Yes
why do they switch places
$$(AB)^{-1} = (AB)^{-1}I$$
$$(AB)^{-1} = (AB)^{-1}AA^{-1}$$
$$(AB)^{-1} = (AB)^{-1}AIA^{-1}$$
$$(AB)^{-1} = (AB)^{-1}ABB^{-1}A^{-1}$$
$$(AB)^{-1} = IB^{-1}A^{-1}$$
$$\boxed{(AB)^{-1} = B^{-1}A^{-1}}$$
Rub05
wait any matrix times by identity matrix is equal to the matrix right? A * I = A?
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Let B be obtained from a sequence of ero on A. Show there exists an invertible P s.t B=PA
Can I simply just argue that the sequence of ero will have the form e_n…e_1=P, by product rule of det, det(P)=1 since each ero is invertible and has det(e_i)=1 hence P invertible.
you dont need the determinant here
also not all elementary row operations have det 1
the product of invertible matrices is again invertible
because the inverse is given by (AB)^-1 = B^-1 A^-1
show that this is indeed the inverse
Okay, det(e_i)=1 is false but we’ve already proven eros are invertible in my course so can I not just apply det(P) and Show it’s non-zero
dont use dets when not necessary
they are a crutch here
if you only ever use dets then you wont be able to do anything when a problem actually requires something else
I mean, I could just say the inverse of P is equal to e_1^-1…e_n^-1 which exists since all Eros are invertible
yes
see
no dets in sight
and if we look at that it really just says that to get A back from B (aka A=P-1 B) we only have to apply all the eros backwards
which is what you'd expect
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i dont really have a starting point for this question
so far i thought maybe I could use the dot product of bd and ba
<@&286206848099549185>
<@&286206848099549185>
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I have no clue on how prove these 2
@past ibex Has your question been resolved?
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<@&286206848099549185>
@past ibex Has your question been resolved?
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@past ibex Has your question been resolved?
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f(x)=−4x^2+10x−8
!15m
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mb
"value" is literally the vaguest way you could possibly describe your calculation.
you can't get any vaguer
okay so the discriminant is -28
yes that looks correct
yes there are no real roots then
yeah and i think the How many distinct real number zeros does f have?
is it zero
i already confirmed your answer.
yes! do you need me to say it 4 more times?
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hello i need some help with hegarty matyhs
did you watch that video guide provided to you
What's hegarty mayths
a website
I see
do you guys give answers
no
no
we lead you to the answer
ah right okay
have you watched his video on this topic?
you won’t get them here
this is for ‘help’
hence the name ‘help’
would you like some help?
no thjanks
alright, so you can go ahead and close this channel
.close
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how do i solve this?
there is nothing to solve but you can simplify
make a common denominator
12
so make the denominator of all fractions 12
What did I do wrong here
,rotate
anyone?
why do you say it's wrong
did i do it right?
yes, if you mean putting over a common denominator correctly
@vocal grove Has your question been resolved?
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say i want to sketch a graph of a function that has an interval of [-1, 4] for example, do i also want to test those points? if so, why don't they appear when i get the critical points
depends on the question
show your actual problem
@craggy hedge Has your question been resolved?
determine the relative and absolute max and min for this function x^4-4x^3 on the closed interval of [-1, 4]
i dont really get what is the purpose of the interval here. is it for like, if i got a critical point of -2 i would just dismiss it?
yes
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what did I get wrong?
what did I do wrong*
I think 8 and 14 are people who only have 1 pet
Cuz 8+5+14+23 =50
Which is the number of students
right
so which one do you think is wrong?
With simple algebra I missed two
I've gone over this problem multiple times but still am unsure what I did wrong.
Yeah
i've got another problem if you don't mind
It’s alr
I need someone to help me with my problem tho😂
One is wrong for this one
Ok
I think it's the second one
Wait
I didn't know how to do it. My teacher flipped out on me when I asked for help. She said I could do it by myself but I didn't know how to start.
i literally hate teachers like that😭
😆
do you know how to do the problem?
this one
Didn’t she tell you which ones are wrong?
no.
it's an autograde system
I have another attempt after so I want to make sure it's right.
is this a test?
no.
Wouldn't it be q4 that's wrong? Because the population is still the overall population, you just want specifically a student who's in class B and likes carrots
that wouldn't make any sense though, Why specify the student needing to be in class B?
Pay attention to the wording in the question.
To shrink the sample size smaller
You're looking the probability of a certain student in class B and likes carrots
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✅
.
right
but it doesn't feel right for num.2
youba said 1+2 is wrong
cat or dog =/ cat AND dog
1 is wrong
yeah
So is second one
what's wrong with the second one?
Yes was just about to say
could you explain?
There are 50 students, and 23 don't have anything
right
ohh alright
No cuz 5 have cat and dog
^I was saying the same thing
So what
Either or
but he's right
You can’t have both
It’s bad wording
what's wrong with this one?
yeah ambiguous
Or is quite strictly defined
I think #2 is wrong but i'm not sure
That's exclusive or (xor) btw
xor?
what's wrong with this one?
Same logic with q3 that you mistaked with on q4
"in class A"
so #3 is wrong?
Yes
in this question only one is wrong
I was originally told #4 was wrong
so I changed it
from 3/24 -> 3/46
so #3 would be 4/46?
so is everything good?
my original answer
what I changed it to:
@grim badger good?
Submit it and see
I only have one more attempt left dl
why do you do this to me 😦
@grim badger it's right 👍
thanks
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Is this correct yes is if it is possible to solve using law of cosines and no is if it is not
windows + shift + s or PrtSc for screen shot
Give me a second
@tranquil pine
could you tell me if I am right
Ye u r
But don't tell me u used law of cosines there
I did
I'll give it a try I guess I don't know math well though
how do you know its correct then
If ya just doing homework and don't care let's go on or I can explain the other way
U know 3 rules that say when triangles are equal ye?
- When one angle and 2 sides (of that angle) are equal to another triangles one angle and 2 sides ( of that angle)
- When all the sides are equal
ok
- When one side and angles that are touching the side are equal to the other triangles one side and 2 angles that are touching that aide
Side*
Y'know what I'm talking about?
yea
So these are the cases
When you know some things and you can BUILD the triangle
am I right?
yea
that's why it can be equal to the other triangle
So in first case u had it was first rule ye?
yea
So u could build the triangle that means u can answer anything about it
so answer is yes
yea
In second case it was 2nd rule
build the triangle, know everything, and answer anything ya?
yea
I'll try
ohh wait my battery dead almost I'll be back
ok
Back
k
First 3 are correct for sure
And on 4th it's b
how come
because you can't build triangle with A C a
so u can't find it's area if you can't build a triangle itself
you can build it with A C b?
This
Third rule
oh ok
Probably
bruh wdym proably
not rlly
im not sure
Okk lets do another
it gives me the correct answers after I finish all of em
how many left
11 😢
Send me too I gotta think aswell
I don't have paper rn but we need angle between the sides ye?
In ABC yeah
I got 161 for area
I don't have a pen sadly 😦
How did ya calculate it can u show me
I'll check it rq so we're not wrong
If u on PC that's alr
with law of cosines formula
Yeah that it cool
what
ok
Do we get something with it tho?
Orrr wait
it will be better if we get h that's on f side
because h on f side will always be in the triangle
Because f side isn't smallest side
and it will probably be shorter way
on d side perpendicular might go out the triangle
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Help
Just enter blue - red curve into your plot
Ye or do the same process for the red curve and then subtract
Though it looks like you didn't start in exactly the right place
@vernal beacon Has your question been resolved?
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$0<x<1$
It will be $-\infty<ln(x)<0$
?
RulzerFly.
yes
Okay okay thanks
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Help
25° + 90° right?
for the upper left triangle you do have 25º+90º+zº yes, then you can use your kite properties to figure out the rest of the angles
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y =\sqrt(x^(2)+9) - 6
How to find the domain of the function?
ok
so now within a given square root the valu must be positive
can u write down your question properly?
Could you explain?
y = sqrt(x^(2)+9) - 6
Find the range of the function **
so now the most important rule of square roots
never have a negative in it
x^2 + 9 >= 0
$$(x^2 +9)^{1/2} -6$$ am i right?
Ohio
Yes
yep correct
What's next?
np
$$x^2-9>0$$
$$x^2 > 9$$
Ohio
then leave
its inifinty
the range
because the x^2 term always generates a positive output
this can never be negative
Is the range infinity?
0 to infinity
I can send you a graph
are you familiar with derivatives?
umm no worries i have opened with desmos
Yeah
I dont remember derivative of square root
$$\frac{dy}{dx}=\frac{1}{2\sqrt{x^2+9}} + 2x$$
alr
ayo
the whole denominator is in sqr root
better
now equate to 0
Ohio
finally
sqrt(x) = 1/(2*sqrt(x)) ?
nope
this value
I mean what is derivative of 1/x ?
-1/x^2
apply the power rule
WHattt?
okay
let me explain
this may take a while to type
$$y = a^n$$
$$\frac{dy}{dx} =n\cdot a^{n-1}$$
Ohio
nice
Oh, I understood, thank you
got it right?
Sure
equate this to 0
the definition of dy/dx means slope
this means that when the slope of the graph is zero then is attains the maximum or minimum value
is this meant to be the derivative of sqrt(x^2 + 9) - 6? @wind delta
(1/(2 * sqrt( x^2 + 9 )) + 2x = 0 ?
yea
shame on you
?
you fucked it up
how ?
ayo ayo
sqrt(x^2 + 9) only these terms are in the square root
oh shit
shit
oh my god
@misty sequoia исходное условие задачи есть?
$$\frac{dy}{dx}=\frac{1}{2\sqrt{x^2+9}} \cdot 2x$$
Ohio
так
а при этом ожидается ли, что от функции мы будем брать производную?
а то решается задача и без нее...
Неа, там такого не написано
@tired walrus @misty sequoia i am really sorry
i am not haivng a good day
so yea bear
really sorry imma hop of
x^2 + 9 ∈ [9, +∞) => sqrt(x^2 + 9) ∈ [3, +∞) ...
no problem, have a good day
sorry
and thanks
А как вы нашли область значений?
область значений x^2 есть множество всех неотрицательных чисел
формально я не сказала ничего про область значений как таковую, то мне лень писать полностью
Интересный вариант, но он неверный
Вот, я даже не знаю как эту функцию нарисовать
что такое "область значень"?
Область значень - это range
точно?
Да
потому что у этой функции точно range [-3, +∞), но ваша система верный ответ отвергает
попробуйте вариант Д, вдруг они domain имели в виду...
Это я не выбирал просто
??
Я вариант ответа не выбирал
тогда чего вы мне втираете, что мой ответ неверный
из того, что я написала, [-3, +∞) следует
я остановилась в шаге от ответа, ессно
[3; infin. ) ....
А как мне нарисовать этот график?
Я просто с такой функцией не сталкивался
И как найти ее область значений тоже не знаю
- график опционален
- я рисовала на http://desmos.com/
- я дала в общих чертах способ нахождения области значений
Нет, а как его от руки построить?
Как??
вы знаете, что такое "асимптота" и что такое "экстремум"?
Асимтота это прямая, которую функция никогда не пересечет, но будет к ней стремиться
про "никогда не пересечет" -- вранье
А экстремум - это точка где функция меняет знак
тоже вранье
ну скриньте...
экстремум -- точка, где функция меняет МОНОТОННОСТЬ, или где меняет знак ее производная. знак самой функции не канает вообще.
а асимптоту пересекать можно, причем сколько угодно раз.
прекрасно
И на нуле значение нельзя получить
конкретно в этом случае кривая асимптоты не пересекает
вы утверждаете, что из одного этого примера следует, что кривая НИКОГДА не может пересечь свою же асимптоту?
Скажите пример, когда может
Офигеть
Мы такое не проходили )
полиномы степени выше 2 -- темный лес, о существовании которого даже задумываться запрещено, ага...
а про экстремум вы просто неправильно выучили / забыли определение
Это универ походу
Что такое экстремум?
экстремум -- точка, где функция меняет МОНОТОННОСТЬ, или где меняет знак ее производная.
во всех экстремумах производная функции равна 0 (а наоборот -- не всегда, например x^3)
Так, а что такое производная тогда?
А то я только понял как ее находить
А что это, не понял
епрст
как вас там учат, что производные вы находить умеете, а что они значат -- от вас скрывают????
это как учить китайский язык исключительно по начертаниям иероглифов
Ну это я конкретно про себя говорю, что не понял, потому что недавно это начал учить
Я просто до 11 класса не учился особо
И не слушал на уроках, что означает производная
Ну в плане
и зря
На нескольких слышал, но не понял
Ну я это только сейчас понимаю )
совсем образно: производная -- скорость изменения значения функции при малых изменениях ее аргумента.
Это по типу slope?
slope of the tangent line
у прямых этот самый slope постоянен, а для нелинейных функций производная дает slope касательной прямой к графику
В этом моменте можно поподробнее?
По типу у не линейных функций склон не постоянен, и в каждой точке разный?
хоспаде
ну да
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честное слово, это такие азы, что лично мне немного лень объяснять.
Это секантная?
аааа
Я конечно понимаю, что в России образование получше в математике )
учебник по матану хоть какой-нибудь при себе есть?
По алгебре и геометрии
нет, именно по матану, он же математический анализ.
матан -- дифференциальное исчисление, интегральное исчисление и иже с ними
вот, короче, Зорич. почитайте. глава про дифференциальное исчисление начинается на странице 202.
Неа, у нас только книжка по алгебре и геометрии, но она useless, в интернете за 30 минут больше понять можно чем за 2 часа в этой книге
Спасибо, сейчас прочту
не сейчас прочтете, а хотя бы несколько дней уделите
не в одночасье постигаются такие вещи
вот еще демидович
Да, но лучше сразу прочитать, а потом мозг начнет обдумывать уже
Это книги для какого курса?
привязки к курсу не имеют
первый том Зорича вроде 1-2 курс университета покрывает
демидович вообще вечен
Русского?
сферического в вакууме
А что читать то?
так я ж сказала
А, стоп, там страницы не так расписаны
я не знаток образовательных программ всех университетов мира
согласно моему опыту, материал 1-го тома Зорича -- примерно первые полтора или два года курса матана, на котором училась я
Я только знаю что производная расстояния = скорость, производная скорости = ускорение
полезная аналогия
Ну скорость изменения функции, все равно не понял что это
Я только знаю что такое скорость изменения линейных функций
Но там по физике рассказывается
мозг не отсохнет
тогда я не знаю, как еще помочь.
Но я не понял, как найти область значений данной функции: y = sqrt(x^(2)+9) - 6, если я не понимаю, как ее рисовать
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Can somebody confirm the mistake in this working? (image deleted)
there is no mistake here

other than a missing theta in the middle of the second line
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Use Division rule
I think any other way would be too complicated
factor out 1/2sqrt(x)
And long
in the num
wym factor out
just "get rid" of them
are you saying there is a 1/2sqrt(x) in denom?
candies
because theres a common factor $\frac{1}{2\sqrt(x)}$
candies
.
so the numerator just becomes sqrt(x) + 3 - (sqrt(x)) ?
Factoring meaning like this $2x^2 + x = x(2x + 1)$. In that example, I factored the GCF of x
dldh06
do you know basic algebra
yes, but looking at these terms is giving me a hard time visually
ok sure
Then sub in a variable, something like $a = \frac{1}{2\sqrt{x}}$
dldh06
If that helps
Then the numerator becomes $a(\sqrt{x} + 3)-a(\sqrt{x})$
dldh06
not fully confident with sqrt rules, why did those 2 sqrt(x)'s cancel out?
Then you can visually see that a is the GCF, factor that out, then sub back in the $\frac{1}{2\sqrt{x}}$
dldh06
why are you doing calculus
nvm i see
Because it's the same but opposite. Sqrt applies the same logic as any other value. If you had (a + 3 - a), you'll see that the a's cancel
yes
I thought the 1/2sqrt(x) was multiplying with the sqrt(x)'s
didnt recognize - sign
at first
ok now what should I do after I have 3/2sqrt(x) over (sqrt(x) + 3) ^2
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How do I go about solving "Find the values of x, given that x+1, 2x, 2x+3 are consecutive terms of an AP
@past bluff you there?
Yes
do you know what's common difference is?
In general? Yes
so,
2x -( x+1) (is common difference in your question right?)
yes
and 2x+3 - 2x is also common difference right?
yes
since common difference is equal
2x-(x+1) = 2x+3-2x
so x=4?
now just find x
huh?
yes
then i put 4 into all the values
well, i got 5, 8 and 11 but their common differrence is 3
yeah, what's the question asking to find?
huh?
The 8th term of an AP is 18 and the 12th term is 26. Find the first term, the common difference and the 20th term
I already started by equating 18 = a + 7d
oh wait
god
I know how to do it
by any chance are you in grade 10?
Nevermind
okay
Nope
oh, where are from since I am grade 11 to from this year
UK
oh, Nepal i think our course is lil bit harder then yours since competition thing anyway .close
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I am determining if this series is absolutely convergent, convergent, or divergent. I did the alternating series test and got that it's convergent, and now I'm trying to test absolute convergence, but my mind went blank on what to do here ( I kinda forgot the techniques)
also, for other problems i do, is there an online calculator that I can use to check my work that can determine either CC,AC, or divergence for series?
seems like symbolab can do this, no steps tho, so not very useful
No steps as in you don't have premium or it just doesn't have steps?
yeah i dont have premium
well i'm going to be studying a lot today so ill need it throughout the day
oh damn
rn i just need help with this
Sorry
What do you want me to input into symbolab
oh i guess that would probably tell me how to do it
just the initial series then, (-1)^nlnn/n
but if any <@&286206848099549185> know how i test absolute convergence here that would be good
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What are the chances to win in the fruit machine?
7
I mean to get identical 3 fruits
I don't know how to explain
There is 5 fruits in a wheel
and 3 wheels?
Yeah, 3 wheels and each has 5 fruits
7 donuts?
so on the first wheel, there is some fruit. Now in order to win, you need the second wheel to spin same fruit. What's the prob of that happening? What's the prob of spinning one particular fruit on the second wheel?
there are 5 fruits in a wheel
It's just 1/5, right?
In each wheel
sure, sorry
its alright, just dont give out answers that can be copied as homework solution
As a helper, please do not give out answers that could be copied as a homework solution. Have the student work through the problem themselves and guide them along the way.
its in rules
So whatever spins on first wheel, the probability that it also spins on second wheel is 1/5.
Dont all the 3 wheels spin at same time?
It doesnt really matter
it doesnt affect the probability
the probability that it also spins on third wheel is again 1/5. So it's 1/5*1/5 which is just 1/5^2 or 1/25
20% * 20% * 20% ?
That's probability that you spin some particular fruit on all wheels.
for example banana everywhere
but since there are 5 fruits, you can multiply this by 5 to get again the correct ans
5 * 20% * 20% * 20%
Still dont get it
Look at this
It landed on apple
On all the wheels
There is 3 wheels
And each wheel has 5 fruits
What are the chances to get the same fruit on the 3 wheels at once ?
so you did 20% * 20% * 20%. But notice that at start, you were assuming it landed on apple.
Whats the probability that first wheel lands on apple? 20%. The second? 20%. The third? 20%. So the probability that everything is apple is 20% * 20% * 20%
But it could also land on bananas. The probability that all lands on bananas is again (20%)^3.
The probability that all wheels land on bananas or all on apples is therefore (20%)^3 + (20%)^3, since youre just adding the probabilities
but there are also 3 more fruits
Thats 80%
20 x 20 x 20
(20%)^3 means 20% * 20% * 20%
That would be 8000
percents are multiplied in different way
you first need to convert them to the decimal form, basically division by 100.
So 0.2 * 0.2 * 0.2
now you can multiply them to get 0.008
and if you want you can convert back to percent by multiplying it by 100.
0.8%
so the real probability is 0.8%
(Of everything landing just on apples)
#1105542653438873610 PLS HELP
from this to get probability of everything landing on same fruit, just do 0.8% + 0.8% + 0.8% + 0.8% + 0.8% or 5*0.8% since there are 5 fruits
Yea but not on the same wheel
But the old way also works right?
The one yoy explained earlier
he is
yeah. 1/5^2 when converted to percents is same as 5*0.8%
start by reading #❓how-to-get-help
thanks man
.close
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w tangerine fan
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Two vectors lying on the Cartesian plane (y,z), have the same module equal to 4 units. The first makes an angle of 25° with the y axis and the second makes an angle of 45° with the direction of the first vector. What is the dot and cross product of the first vector and the second? (indicate with \hat{i} , \hat{j} and \hat{k} the unit vectors of the x, y and z axes, respectively)
(a) scalar= 16 ; vector= -16 \hat{j}
(b) scalar=4 \hat{j} ; vector= 16
(c) scalar= 0 ; vector= 16 \hat{k}
(d) scalar= 0 ; vector= 0
(e) scalar= 8 \sqrt{2} ; vector= 8 \sqrt{2} \hat{i}
3
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the traingle created here is an equaliteral
which has 60 degrres angles & 8 cm sides
Now I've given a hint try to solve
ok
in case u wondering for any circular art the formula to get its area is theta/360 * pie * r^2
the area of the shadded?
yes
Oay wait lemme grab a pen & notebook real quick
Note: It's the area okay?
And according to the ques
U have to get the perimeter of the shaded region as well
can u get that
lemme try
Okay nice
ty
is EBCD rectangle?
yes