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propositional logic, discrete math
I’m sorry I don’t think I’m at that level of math yet
anyone else?
Do u mean Y has (0-8)
And
X has (0-7)
This making it 998
x has 1-9
x cannot be 0, you’ll get a 2 digit number
y has 0-9
It can be any number between this except for “x”
so let’s say x is 7
That leaves y with 0-9 excluding 7
Hence, instead of 10 possibilities you’re left with 9
Sorry if my explanation is odd I haven’t taken stats classes
Then why is the last one 8?
Because it’s also 0-9
But since x and y are both taken
10-2 = 8 possibilities
Oh ok I understand
Wait nvm
Does anyone know how to do the second one
<@&286206848099549185>
Is it 64?
No
Do you understand it or not
I think I do
104?
Yup
Whew
Genius
Again I apologize for anything that sounds off i haven’t taken stats courses
Lol
Ok so first things first let’s take the example of
XYZ
It says the numbers that are 700 or greater. Which means x has to be either 7,8,9
Also, “Z” has to be either (1,3,5,7,9) for the number to be odd (for example: 705)
Let’s take all the possibilities:
7YZ
If x is 7, then “z” is either (1,3,5,9). Which means 4 possibilities for “z”
Since Y is in the middle, it doesn’t matter if it’s even or odd.
It ranges from (0-9)
But two of the numbers are taken by x&z. That leaves us with 8 combos
That makes up 8x4 = 32 numbers that begin with “7” with odd and different
Do the same thing for 8
You get
8YZ
“Z” now has 5 possible combinations, since X is even
Y again has 8 since one is taken by x and other by z
8x5 = 40
For 9:
9YZ
Z now has again 4 possibilities. Y again with the 8
8x4 = 32
32+32+40 = 104
Holy shit
Basically I took the possibilities of the number being 700- something
800- something and 900-something
And added it up
Can u do this method for the first question?
Wait
Why did u do 84 and 85
Bruh wuts with discord
8 times 4 and 8 times 5
Yes
Why 8?
There are 5 possibilities for z and 8 for y
You need to find how many possible combinations of that there are
Imagine you have 2 numbers and each have 3 numbers possible
There would be 9 combinations
Oh ic
Bcz y can be any number it’s free, it’s in the middle. But it cannot be repeating, hence not whatever x is or z is
So from 0-9
Remove 2 of the numbers
Ty man so much 🥹
Anytime man
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In the case that T is a vector function does var(T) become a covariance matrix?
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This is the question that i made myself, but i havent fully solve it
I proved (i) by consider the range manually for f(x), f²(x), f³(x), etc. and show that the initial minimum and maximum of f^n(x) will swap at f^n+1 (x).
But now idk how to prove that both minimum and maximum of range converges to a single value (question ii). I tried to make my life easier by only consider 2nd case of range (even n), but still idk how to continue
Note that i know how to find the value of l after the limit is proven converge, but i need to prove the converge itself at the first place
For notation sake, f^n(x) is same as f(f(f(...(f(x))...))) where f(x) self composited n times
@wintry gazelle Has your question been resolved?
Im thinking of probably show that f^n+1 (1) > f^n-1 (1) and f^n(cos 1) < f^n-2(cos 1)
Aka new minimum > old minimum and new maximum < old maximum
Then show that min and max converges seperately to their respective value
Lastly show that they converge to same value
But idk where to start tho
<@&286206848099549185>
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@wintry gazelle Has your question been resolved?
<@&286206848099549185>
you could try asking in #calculus or #real-complex-analysis for faster or more accurate help
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Whats the easiest way to factor cubic polynomials
For example this
Find out its roots if possible
Here the coefficients are integers, so you may apply rational root theorem
No, you will have a rational function there
@alpine sable Has your question been resolved?
@alpine sable Has your question been resolved?
You can use a calculator to find a integer root of equation
you will find a integer root of equation is: x=-2
Can you make it to this step? @alpine sable
@alpine sable Has your question been resolved?
Then use a solution method named: "Horner schema"
Hey @alpine sable
@alpine sable
Hey @alpine sable
Ok Tyy!
***do you understand ***
Yes
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Triangle MNO and triangle PQR are shown on the coordinate plane.
What sequence of transformations proves ΔMNO ~ ΔPQR?
OPTIONS
1) ΔMNO was rotated 180° clockwise about the origin, then dilated by a factor of 2 about the origin to form ΔPQR.
**2)**ΔMNO was translated up 6 units, then dilated by a factor of 2 about the origin to form ΔPQR.
**3)**ΔMNO was reflected across the x-axis, then dilated by a factor of 3 about the origin to form ΔPQR.
**4)**ΔMNO was reflected across the y-axis, then dilated by a factor of 3 about the origin to form ΔPQR.
what do u think is the answer
yea
so that's the answer?
yea
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I've attached my work and a key of what I'm suppose to do. I got the equations, and was able to graph the quadtratic, but that's all. How do I graph the linear equations? Everytime I do, I seem to get the wrong point (i've erased them and forgot to take pictures).
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FYI the photo of your work is a file that does not open
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✅
do u know how i could fix it?
you know the ques
you need not to open the file
file contains his work
ques is right there
<@&286206848099549185>
whats the answer?
there is no answer?i just need help graphing the linear equations
Substitute something greater than 7/2, 7/2, and then something less than 7/2 in for k. It's in slope intercept form, so your lines will have the same slope but hit different points on the y axis (whatever you choose for k)
so would i use -8k+28 or y=2x+k?
Second one
so y=4 if i decide to do k=8/2 (4)?
You're not necessarily solving for y, just graphing the line.
Try getting out a separate sheet of paper and graphing the line y=x, then y=x+3, then y = 2x
okok
Then go back and graph y = 2x + (>7/2), y = 2x + 7/2, and y = 2x + (<7/2)
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I dont know much about the subject, but perhaps this can be of help https://majicdesigns.github.io/MD_MIDIFile/page_timing.html
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I have a question
Is there a mathematical function that maps a finite set of numbers to a infinite set of number?
if so: would be there an hasing algorithm that has NO hash collisions ever (or near no because of a VERY LARGE finite set of numbers mapped to a small finite set of numbers (the pigeonhole principle states that it takes a specific time to compute all possible inputs and outputs to the hashing function because there are so many pigeonholes to fill first) => that would result in a very long time to compute all possible computational results of the finite very large such set to a small finite set such we can store in a reasonable physical disk space
a infinite set never has pigeonhole collisions because there "always enough free pigeonholes" because there INFINITE pigeon holes
like imagine there would be an infinitely large wall and you were at some random position in this infinite space. if you throw a dart against this wall you will never hit another dart thrown before
the wall meets one of these conditions:
- the wall is infinetely small such/zero/nothing that you can zoom out and into forever
- the wall is infinetely large such that you can zoom out and into forever
is there a mathematical function that maps a finite set of numbers to a infinite set of numbers?
wouldnt this violate the defn of a function
please ellaborate
a function must map any element in the domain to only one element in the codomain
only infinite sets like all natural or rational numbers follow this rule
i have no idea what youre talking about with the rest
this is not a property of sets, is a property of functions
maybe you are envisioning something else that does this mapping but its not a function
is there a bijective function that maps a finite set of numbers to another finite set of numbers if the size of the codomain is smaller than the domain?
only if the size of the finitecodomain is bigger than the size of the domain set
no
why not?
use pigeonhole
every element of the domain has to be mapped to an element in the codomain
exactly 😄
there are fewer elements in the codomain than the domain
this cant be
you just said so 👀
because of the pigeonhole principle
idk in what way youre misapplying it
are the digits of pi truly random?
is it like actually a infinitely long set of random numbers which patterns cannot be extracted to a function that describes the patterns
Let f : N -> {0 ... 9} be the function that returns the nth digit of pi :)
is there a uncalculateable array of numbers that has no repeating patterns
You could try random number generators is that what you want?
wait is here n a number which is a element of the infinite set of natural numbers that maps to the finite set (0,1,2,3,4,5,6,7,8,9)?
yes
then how could i go from the finite codomain to all element of the infinite domain
go?
i can only throw 10 pigeons in the base 10 number system to a infinitely big grid of pigeonholes
so it just cant fill all the infinitely many states
You can have a function with a finite domain and infinite codomain, it just can't be a surjection.
can you give me a proof why?
if every number in a infinite set would be mapped to a random number in the finite set
what specifically are you asking for a proof of
I'm talking about a function from a finite set, to an infinite set
What you suggested is the opposite
if the domain is smaller than the codomain of a function then the function cannot be surjective
right?
If by smaller you mean smaller cardinality, then yes, although you might need choice to prove it for arbitrary sets.
ellobarate the last part please
Suppose |A| < |B|. If you assume the axiom of choice then the existence of a surjection from A to B means that |B| <= |A|. Then since |A| <= |B| from cantor schroeder bernstein you have |A| = |B|, a contradiction to the fact that |A| < |B|. So there cannot be such a surjection.
But for a finite domain you don't need any of this, you can just use induction.
If A = {a_1, ..., a_n} is finite then the image of A is {f(a_1), ..., f(a_n)} which is also finite as it has at most n elements.
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can someone explain me pls how vectors in physics which means quantity (arrow) that has magnitude and direction which you can draw wherever you want and vectors in math which means whatever that you can add to other "whatever"and multiply by the number is the same things because i really dont understand that(sorry for my english )
principles of vector math are the same in physics for the most part
just different concepts I guess
and vectors in math don't always have to be physical
yeah but i dont understand how it connects together
What do you think a vector is?
vectors (physics) obey the axioms of vectors (mathematics)
the mathematical vector is kind of a generalization of the idea of a physics vector, in that sense
my problem is that i actually cant understand what vector is
I like to think of a vector as the diagonal of an n-dim rectangle
but in math even a real number is a vector
Right, the diagonal of a 1-d rectangle (height 0)
All the rules of vectors still apply
Just for real numbers, there are only two directions
Left (-) and right (+)
In 2-d (R^2) you have infinitely many directions, one for each angle of the unit circle
And in R^3 you have even more, because you can travel away from the origin in a sphere
We can’t really draw 4-d and higher on paper but vectors in those contexts behave the same way algebraically as the lower dimensional ones we can easily visualize
4-d vectors are super common in physics though, and you can’t draw them (on one piece of paper) 🙂
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someone please help me with this question idk if i did the correct working out
close, you just compounded for one year too many
he invests his first 1000 at the end of the first year, meaning it compounds for three years
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can you show your solution?
No I meant step by step
how you got to your answer
oh I factored all terms and let them cancel out
can you like
write it down and show a picture
sure but my process is pretty messy
um, the x^2+3xy
has a -28y^2
before it
You sort of missed that
oh my fucking god
and you also missed the 3y when factoring x^2+3xy
wait no hold up
ok so yeah
i dumb
thanks bro
was so confused where the hell a 7 came from
now close the channel
.close
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hm
4z-6 and z+11>0
just find the minimum value there
seems like 4z-6>0 is the inequality to solve
since any solution to that would produce a nonzero value for z+11
4
would that work
as z
4 would work, yes but there's a smaller value
So it is 1.5?
it is
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if you have a diamond like this, how do you calculate the correct tangents that will give you a circle
the result would be this
each point has an inTangent = [x,y] and an outTangent = [x, y]
which are coordinates offset from the respective point
so [100,0] on point 1's inTangent would position it 100 pixels to the right of the point
oh, im just going by the name they're called in the program
these are them on display visually
4 points, 8 tangents/secants
@molten pivot when the radius of the circle is 100 pixels, the standard value for the tangents is 55.25. does this number have any significance to you?
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why is x taken as 1 here
Because it’s at the point (1,2)
Lol
also if this said curve was a circle,how to get the second tangent
It’s not a circle but the answer is implicit differentiation
no like if im given a circle then
could u exlain with an example
let the circle be x^2 + y^2 - 4x - 8y -5 = 0
I’m gonna do x^2+y^2 = 1
Assume the equation defines y as a function of x.
Differentiate on both sides
$\dv{(x^2 +y(x)^2)}{x} = 0$
JamesH
Then don’t forget chain rules
We get $2x + 2(y(x))y’(x)=0$ now solve for y’ in terms of x and y
JamesH
what is y'
The derivative of y wrt x
ok
Since it’s a function of x we need chain rule which is why y’ shows up
Once you solve you should have $y’(x) = - \frac{x}{y(x)}$
JamesH
Take the derivative on both sides. In the right you’ll need quotient and chain rules
On the left you’ll have y’’
I assume that’s what you meant by second tangent (second derivative)
thnx a lot
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I want to find a video that explains all of this better, but if I search 'direction and support vector' or anything like that in youtube I cannot get any relevant results, does it have a different name or something?
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the key for that question is we have to get the ratio between these intergral
from the the perspective of geometry
what does the input x being doubled indicates on the graph?
Is there nothing else given about f/its graph?
With a substitution you can show that $\int_0^1f(2x)\dd{x} = \frac12\int_0^2f(x)\dd{x}$
here's a poor diagram i drawn
A Lonely Bean
So that's gonna be half the area from 0 to 2
what
Substitute for 2x
how do u know?
That's the meaning of $\frac12\int_0^2f(x)\dd{x}$, no?
A Lonely Bean
Anyway, the value of $\int_0^1f(2x)\dd{x}$ can't be determined of the only information about $f$ that we know is the value of $\int_0^1f(x)\dd{x}$
A Lonely Bean
So here you just plug in the value of $\int_0^2f(x)\dd{x}$ and get $\int_0^1f(2x)\dd{x} = 4$
A Lonely Bean
For the other integral you can do a substitution as well, substitute for x/2 this time
i still have no clue about how you get that equation
"plug in the value"
Did you try substituting like I said?
do you mean sth like putting x=2x into f(x) then it become f(2x)
im not sure what you mean by substituing
Say $u = 2x$, then $\dd{u} = 2\dd{x}$ and we have
[ \int_0^1f(2x)\dd{x} = \int_0^2f(u)\frac{\dd{u}}2 = \frac12\int_0^2f(u)\dd{u} ]
$u$ is just a dummy variable, what we call it doesn't really matter, so we can rewrite the latter as
[ \frac12\int_0^2f(x)\dd{x} ]
We know that $\int_0^2f(x)\dd{x} = 8$, so the answer to the first integral is:
[ \int_0^1f(2x)\dd{x} = \frac12\int_0^2f(x)\dd{x} = \frac12\cdot8 = 4 ]
A Lonely Bean
i think that method is called "u-substitution"
Undoubtedly
im sort of a expert at this method, but i wonder if i can solve it through geometry
also what do you want to use "u-substitution" here? how do you know u-substitution could be applied to solve this question
Visually imagine the graph of f from 0 to 2 getting squished like you drew earlier
The resulting area is the same as the area of f from 0 to 2, but since it got squished, we divide it by 2
how do you know it is "divided by 2"?
Like I said, the area gets squished from (0, 2) to (0, 1)
but it is a unknown pattern
Well solve the integral algebraicly then if you are skeptical
does it implied the area after being squished by r = the original * r
Yeah
im astonished
is there a proof for this
ohh the u-substitution!!
Yes
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How do I find the equation
You know the outputs of the function for some points
so you can substitute those points into the plane equation to find the unknown coefficients a, b, c
alright let me try
yeah i don't get
@upbeat hornet can you provide a step maybe
like do I create a system of equations by plugging in different points or something?
consider (0, 1)
what is f(0,1), from the graph?
there’s a number on the orange line
wait a minute is that the z value?
for the line
oh shit that's the level
so if it's x + y = a
a = 5 in this case?
yes
ah i see
how did you get that
nah ignore that part that was stupid
so to go from
(0,1) to (0,3)
i need to increase the z value by 5
so maybe i can use an increase formula?
like this?
or you can do this: since you know f(0,1) = 5, and f(x, y) = ax + by + c, you can substitute in x = 0, y = 1, then get a linear equation relating a,b,c
and then do this with a few other points and you have a, b, and c
ohhh
makes sense
i can do that to find c then
somehow I didn’t read this, but you’re right about it
Closed by @brisk crystal
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no, there’s a systematic way to do it
oh i see
i mean im guessing for 3 variables you need 3 equations?
.reopen
✅
yes
yea that was just a guess but
im assuming it's because you need to substitute 3 times so you need 3 equations
the idea to solve n linear equations with n variables simultaneously is this:
take one equation and multiply it by a number so that the coefficient of the first variable, x, is 1
then you can subtract this equation from all the others so that none of the others have x
and then you now have n - 1 equations without x, but with n - 1 other variables
then repeat
and you’ll eventually get down to 1 equation with 1 variable
which you can solve
ahhh i see
then you can substitute it into the previous ones
and keep doing this back-substitution
i was just winging it when i did the ones i had but i did exactly what you just said
better to have a system in mind for it tho
ty i'll save this
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how to prive this ?
@stable grotto Has your question been resolved?
<@&286206848099549185>
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I need help with 4b
I know 4a from the formula sec theta is 1 over cos theta
But idk how to do b
well you've found cos(θ) = -8/17, yes?
you know cos(θ) and you know what quad θ is in, can you find sin(θ)?
it is given in question
Whoops
Yeah
Um so I know it’s 2nd
But how do I find the ratio of sin
Pythagoras?
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A storage container in the shape of a cone has a base of radius r and a height of h. Write and simplify an expression for the ratio of the volume of the conical container to its surface area (including the base). For a cone,
!status
What step are you on?
1. I don't know where to begin
2. I have begun but got stuck midway
3. I got an answer but I'm told it's wrong
4. I got an answer and would like my work checked
5. I have a question about someone else's worked solution
6. None of the above
Is the last expression the full area of a cone?
yea
Owkay and where are you stuck?
I don't know where to begin
What do you need to do
A storage container in the shape of a cone has a base of radius r and a height of h. Write and simplify an expression for the ratio of the volume of the conical container to its surface area (including the base). For a cone,
So the second sentence how can you begin
Yea I understand the question but I don't konw how to make a ratio of Volume and Sa
yea but but is it just the pi/3r^2h over the SA?
Sounds about right
alr I have another question
Keep em coming
Whats ur question about it
positive
Not necessarily and its between odd and even
yea mb
alr Not necessarily and its between odd and even
idk how 2x-3 can be odd or even
I mean in general
yea Ik what odd or even is
numbers that can't be divded by 2
Yes yes owkay and even is it can
So 2x-3
Divide it by two
You understand where i am going?
Andddddddd
odd it is
It is odd
Yes
Since 2x-3 can never be a multiple of 2
You can never write it as one of... if x is a whole number
I think this is slightly off
3*7 doesn't give 14 so the simplification isn't right
You forgot -1 at the end
yea yea
right yeah
2x-2 will always be even because you can write it as a multiple of 2
You too :)))
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%I'm trying to figure out how to write a formula in which the set of X has a bijection onto Y, in which F must satisfy Y before it's number. X is for a set of infinite numbers; so that Y must be in the set of X. Can we solve this by stating that F and Y are within the same superset of X and pair them together under Y, so that we can have a bijection of X onto Y?%
%I put X as the following%
$$|X| = \aleph$$
quark
<@&286206848099549185>
I'm going to bed, but please give me a response to this so I can type it up 😭
I have no idea what you are asking
@clear minnow Has your question been resolved?
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!status
What step are you on?
1. I don't know where to begin
2. I have begun but got stuck midway
3. I got an answer but I'm told it's wrong
4. I got an answer and would like my work checked
5. I have a question about someone else's worked solution
6. None of the above
1
Do you understand the question?
u2 is 1/2, but u1 isn’t
then what is u1
It’s given in the equation
its 2u_2?
Well, yes
Note if a=b=c, then a=c
then u1=1
Also, a=b=c => b=c
You can get u2
From here
After that, you'll have u1,u2 then proceed with || n=1,2,3 to get the value of u3,u4,u5 ||
for n=1 i got u3=1
not quite
how so
u3 = u2÷u1
Yes
and u4=1
yes
i tried the same with different it is wrong
let me try
yes but u1 is not 2 and u2 is definetly not 1
hmm maybe i will have a talk with my teacher
@rapid plover Has your question been resolved?
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you should probably not doxx yourself 💀
i can see your full name
also is this a current exam?
Couldn’t care less tbh
Find the domain
(x)
How
It’s min and max
But sometimes is high
And other times it’s low
But then
It’s left to right
Domain to Y or X
update ur os
Yes
old version of macOS, u are prone to being hacked
Min is -11 and max is 4?
yes
Should I delete the photo n resend?
-11≤x≤4
jk sorry for interupting
How do I know if it’s X
it's just those number from left to right
Or if it’s <,>, or geq or leq
HOW DID U KNOW
ha dealt with that stuff, u have hell coming towards you my friend
Yea but sometimes it’s the numbers at the top of the graph to the lowest
lol
It's for range (y)
Closed due to the original message being deleted
trust me graphs will get 10x harder.
Dude scared me
.reopen
.reopen
.reopen
not working
It's for range 😭
How do I know between x and Y
Domain is X
Range is Y
listen to me bro there will be questions like sin2(x+ pi/6)-1 draw the graph
me to
bro send clear photo
This is stuff that can get me to graduate highschool completely
When I finish this I never have to go back
Skip 12
are u doing specialist math
I’m talking abt the domain part
For Y it would say range right?
If you don't understand
Just simply find all the coordinates of each and every point in the form of ordered pairs
then (x,y)
Domain = all x components
Range = all y components
Yes
send a clear photo, numbers not visible
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.reopen
U messed me😭 it was -11 geq x<4
Domain:
-11≤x≤4
Range:
-4≤y≤11
heheh
domain is the length of the graph horizontally ; on x -axis
range is lenght of graph vertically ;y
in domain graph starts at -11 and ends at4
Are the open and close circles playing a part?
and in range highest part is 9 and lowest is -4
Wrong photo
no that is called parabola
What is that?
so on this new one are is the min -10 and the max is 11?
si
So how do I find out the symbol for it
bro u have a mac prob u have iphonje
SEND A CLEAR PICUTRE
or take a screenshot or send
its near 11 and i have cllg tmmrw BRO QUICK
One punch reference
bro send screenshot
no but still i do it
I DONT have discord on that
DOWNLOAD IT
Lemme log onto my phone
What do you mean by this
idk
The class I’m taking let’s me skip 12th completely
@rapid plover
WYA
This precalculus video tutorial explains how to find the domain and range of a function given its graph in interval notation. The domain represents all of the x values in the function and the range represents all of the y values. You should use parentheses for open circles and infinity symbols but you should brackets for closed circles. This ...
I’m cooked
💀😭
It’s only 2 questions
That’s why I come here for quick learning
And u guys explain it better and let me ask questions
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IM HERE
@rapid plover
Is that -1 geq y geq 7
it is -2 geq y geq 7
good night
Good night
ping someone else
Alr
ur in specialist
What’s that
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Can this be factored or is this a prime polynomial?
looks like it but im not sure what to do with the 2 factored out
Modus
and so
Modus
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b, the 2nd part
is it just me or is this the most confusingly worded question ever
We dont know what p, xb, xc, dp or ep are
I cannot even figure out what theyre asking
it's a bit weird? but it's understandable eventually
did you read the preceding paragraph?
after b right?
after a
Yeye thats the question im stuck on
this
The region between xb and xc?
yes
What are they talking about with 'distance between points dp and ep'
yes it's the vertical line x = p
well, if p = xC then the distance will be 0 since the graphs are intersecting
same with if p = xB
you slide that vertical line across the interval
and see where that distance is highest
yes
it is somewhat confusing
Closed by @warped topaz
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Can someone pls help me with this? I'm not sure if it's correct. Thx.
It's about probability.
I think it's correct
for 2.b) i did it like this
1-(0.7x0.7x0.7x0.3) = 0.8971
which only accounts for the WWWL situation, not all of the games that are 4 or lesser
but then i changed it to this
cuz it makes more sense?
Result:
0.2401
why is that also a way to arrive at the same answer? ^
yes
can u pls explain it lol
when she wins 4 or more games
i think i get the logic, but isn't that only for the WWWWL case? Like what about winning five games?
it covers everything that starts with WWWW
you'll note that i didn't include an 0.3 in there
no, those would be different
yep
your method was also fine i want to be clear
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help
what have you tried?
Its pythag
Yes
you use that
to find the shortest distance between ferris and butte
for 2, recall what sides sin(x) involves
for 3, use law of cosine
for 4, it is what sin and cos is fundamentally about
good luck
what bout 5?
<@&286206848099549185> can you help me with 2
I got x = 18sin(23) when I plug it in the cal I get -15
but hows that possible
,w 18*sin(23)
you're using radian mode
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I got the regression equation, if I put the value of x in the equation, should it match the result I'd get with the value of y in the table?
it won't necessarily go through all - or any - of those points
but it will be close to them probably
okay, one more thing, how can I plot the regression line? Should I just put the value of x in the equation I got and then get the corresponding values of y and simply plot the graph? @tardy stag
@dim matrix Has your question been resolved?
plotting a regression line is the same as plotting any line of the form $y = mx + b$. m = slope, b = y-intercept
riemann
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btw if you edit in a ping it doesn't actually notify
I didn't know that, thanks.
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How can I find the height. I have found alpha and beta but I don't think they have any relation to the final answer. Unable to find d.
Alpha and beta indeed have no relation with the height
just consider the given angles
and the main concept to be used here is tan(x)
So I take tan (23)?
Consider this distance. Try to find this distance in terms of 'height'
I'm getting a negative value when I do that
show your work
Wdym I am using degrees. 23 and 29 are in degrees
And unfortunately I have not learnt about radians yet so I don't think I have been using radian
ye
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Is someone here studying pre-algebra? I am and would like to have a study partner.
wut topic?
Bodmas at the moment. I am perhaps just days before switching to algebra
I need some chess lessons as well.
ahh im studying precalculus rn
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I need to do this using the epsilon n definition
In pink ink r my thoughts on approaching the problem, but they aren’t taking me anywhere
Also I just realised a rather silly error here so erm, never mind what I’ve tried
.close
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Gotta follow the instructions and find the limit using epsilon n concept. I’m not sure how to start
squeeze theorem
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dumb bot

.close
Closed by @marsh rapids
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(sparkle you can take a new channel if you want)
Thanks, lemme try sandwich/squeeze