#help-0
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That's our area of the base
Volume = area base * hight
,w 48501/2
mhm
So 192,00
Would it still be the same
As this
I got 19200
But the answer is
,w 1200*80
192,000
I see an alternate angle shape (aka Z pattern) where the angle below c and the angle to the right of b are equal (so theyre both 22 degrees). an angle across a straight like = 180 degrees so angle b = 180 - 22
the entire shape = 360 degrees so take each angle, subtract them from 360 and the remaining angle is angle a
hope this helps ๐
can someone rephrase this so that it makes sense
its referring to the p value being 0.003
@spring harbor could you send the whole question?
@spring harbor i dont want to give you the wrong answer so i would just @ a helper as im not 100% sure of my answer
however i would also say its C just not sure as the questions i get on my exam board are very different
So the word PARIS, the first letter must be a vowel (This is for permutations)
Can someone explain how it would be 2 x 4 x 3 x 2 x 1 = 48
Why did we put the 2 first which is I
When we could also use A which would be 4 x 4 x 3 x 2 x 1
unless im doing this wrong
Is it because theres 2 vowels
suppose we put A as the first vowel. Then we have 1 * (4 * 3 * 2 * 1) for total arrangements. then suppose you put I as the first vowel. We still have 1 * (4 * 3 * 2 * 1) for total arrangements, add them you get 2 * ( 4 * 3 * 2 * 1 )
And yes, the 2 at the start is for the 2 choices we have for the vowels
Ooooh i get it thank you
anyone who can help me over basic category theory definition of slice category?
just ask
What is 2+2?
oh, sure
@real forum do you want help with that?
if anyone needs help with honors pre calc or below i can help
intensively studies definition okay I got this
I'm reading Aluffi's Algebra, and it introduces slice category C/c of C, in which objects are morphisms of C and morphisms are "commutative diagrams" in C.
my que is:
- why it needs to be commutative diagram?
- if f1 and f2 are two objects of C/c then how to make sense of morphisms between them? what's the domain and codomain of morphism between f1 and f2?
- commutative diagrams are just another way to represent of a bunch of relations
For objects in C/c, they are simply (A, f) such that f: A->c
that you got so far?
yeah
not this though!
a commutative diagram is just a bunch of relations that says "which arrows compose to make which arrows"
In particular if g: A->A' in C, then there is an arrow g: (A, fg)->(A', f) @alpine sable
yeah i get that. but how is it connected to slice category?
Are the first 2 answers
Correct
you need to use the "which arrows compose to form which arrows" in a slice category
ah i see, to satisfy the definition of category, right?
yeah, the commutative diagram is another way of showing the definition of slice category
i'll need to think over this
and 2nd que? @woeful pulsar
that would be great
it includes down set, which is new to me!
any example which is only based on sets?
well, you can construct a poset out of the powerset of a set
by inclusion
then you can construct a down set from there
I could use some help with 4 and 5
ah okay let me think about it
for 4, how many ways can you re-arrange the letters excluding Y?
yes, 6!
and what about 5?
how many ways if I fix the last 2 letters to be CK (in that order)?
so would that be 5!
ah okay thank you
hmm looks off
do you remember formula for volume of pyramid?
V=1/3bh
looks okay, can you substitute in the values?
6.3x4
and that 6.3 x 4 is?
25.2
yeah but what does this number represent?
what quantity are you trying to calculate here?
Base
for 3 would you do 4! times 1?
Yhh
remember the base is a right triangle
yes
ty
oh?
Determine the equation of the polynomial function that has the following zeros and passes through the point
(7, 5000): x = 2 (order 1), x = -3 (order 2), and x = 5 (order 1)
@alpine sable yo i can help i dm
do you know what order of a root is?
Which tho
what do you mean?
you need to find the area of the base, right?
Yes
the base is of the shape of a right triangle
do you know the formula for the area of that?
iโm confused on how you would set up 6 and 7?
I don't understand why this is coming up as wrong
Theta
I dun know how to do it with change of variable
isn't that a test?
It's assigment
oh alright
x^(1/4) is kinda trippy to work with isn't it
its big ideas hw and yeah i put theta
same with this idk
both showing up as wrong
can you repeat letters?
like use a single letter multiple times
XXXX or TTTT
hello
can somebody help with this
How from this can i get pi^4/15
/15 is not in the exponent
Shape of the Base?
erm... have you seen any other integrals like this before?
no not like this the engines like wolfram alpha give me some kind of a mix of polylogatithm fucntions but I know for a fact that the solution is pi^4/15 cause im trying to understand planck distribution of body radiance as a function of wavelength and temperature and I found this
oh so the solution is correct but for some reason it gave me some kind of a crazy function maybe i didnt set the boundaries
yeah
thank you very much
yes i was lacking boundaries thank you<3
Hello, so I used the alternating series test to prove that it is converging, i just have two things I want toclear up
- If you want to find the maximum amount of error of a nth partial sum, would you just have to do 1/(n+1)^(4/3) in this case?
- This series would be absolute convergence as the absolute value of the series is still converging right?
that is an upper bound for the error yeah
yeah the series absolutely converges, because sum 1/n^(4/3) converges
why not ask wolfram alpha
Who is that
It's an online calculator
Can someone help me with this. Just dm me ig
could sm1 explain
this for me
i dont understand what the question is saying
and how get got 48/16
moshill1
moshill1
yeah i got that
thats what i have
wait
its x +4
or no
since we dont have x
@glass lichen
what do you mean?
you cant plug in half a point
you plugged in y=60, but not the x value of the point
can someone explain solids of revolution to me?
@rough sky for an integral you add a bunch of vertical lines from x=a to x=b
if you spin a shape around, these lines correspond to circles with the radius of that line
so for a solid of revolution, you add circles instead, and integral of f(x) turns into integral of pi*f(x)^2, the formula for the area of a circle
This diverges right?
As n -> infinity
Here it is in Desmos
I'm not sure how I'm supposed to evaluate this lol, L'Hopital's rule won't give me anything
Or actually
Hm
If I apply it 2020 times I just get 0/e^n
but how could the limit be zero?
if the function just keeps climbing as we approach infinity
Yeah I forgot it would come back down ๐
Can someone help me with this
Is there any way to evaluate the limit (approaching infinity) algebraically or am I just supposed to know that it goes to 0 when the constant is <1?
why is -sinxtanx+cosxsec^2x=cosx?
substitute tan(x)=sin(x)/cos(x), sec(x)=1/cos(x), and add the two fractions
Could someone verify this?
do you know where I could find a list with all the trig equivalents? it is extremely annoying trying to do calculus without knowing trig
there's a pinned list in every channel
thanks..................... DANG! are we really expected to know all of that? D':
I am in need of a math tutor for a specific subject
Pre-calculus, the professor, nor the textbook explains clearly enough for me to understand, and I'm pretty sure I flunked my first exam, and I only have 2 more exams of the quarter.
The function f is defined by f ( )x=x2โ4x+7 forx<k, wherekis a constant.(ii)State the largest value ofkfor which f is a decreasing function.
how do i do this
well in the server you can ask for help with specific problems or concepts but i don't think this would the right place to look for a subject tutor
No you're not, don't worry!!
You only need to know a couple
Gotcha
think about what the graph of a parabola looks like, this is an upwards-facing parabola so the function will decrease until it gets to the minimum value at the vertex, and then increase after that
which ones should I learn?
first you need to know these definitions
Defining relations, Pythagorean, and double angle
Those are most common
The others can be useful though
i havent done these type of questions
you only need to know the first one here, as you can get the bottom two from the first one by dividing by sin^2 (x) and cos^2 (x)
Yup
k, yeah, thought as much.
@vestal hollow should I be fine with that for advanced calculus BC?
Should be, yeah
i suggest you play around with the graph on desmos to help you visualize it, the key thing to notice is that the function is decreasing on the interval (-infinity, x-coordinate of vertex)
no you'll need to know some others as well
tbh, I barely survived and I don't know how I managed to get an A
The Pythagorean and double angle ones are really useful for polar integration
know sine/cosine addition identities
for now can u show how to solve this. i have this as my hw
on the interval (-inf, 2), the function is decreasing
but after you get to the turning point the function will start increasing
so the largest k that works is k=2
because when x<2 the function is decreasing
@vestal hollow @alpine sable thank you very much fellas
whats the formula for volume obtained by rotating a curve
solids of revolution?
yes
guys
I need help with my math homework
I don't understand how to graph inequality
formula for the solid of revolution rotating the region under a curve around the x-axis bounded by the lines x=a and x=b
dont just memorize the formulas you should understand why they work
also be familiar with disk/washer method
ohk
thats definite integration right
yeah its a definite integral
thx
how do i get the limits
the limits are 3 and 0 here right?
oh, my bad
is that it? thanks
Okay guys
So this is related to the polynomial thing, we just learned it today
I have two questions; but my first one is this
How do I do this question?
ok
since side is x
then side of the shaded square is x-3
area of the shaded square is (x-3)^2
what is ^?
the black part inside the bigger square
what a wonderfully confusing question. I'm pretty sure they just want you to notice that the x^2 square consists of 4 parts - two squares of area(x-3)^2, 3^2, and two rectangles of area (x-3)*3. Hence, x^2 = (x-3)^2 + 3^2 + 2*(x-3)*3, and therefore (x-3)^2 = x^2 - 2*(x-3)*3 - 3^2.
i still dont understand what ^ is lol
exponentiation
OH
raised to
true
so it says that area of the entire square is area of black square + area of rectangles
uhm
Im still confused ill ask my teacher tmr
I need halp
sure
8
integral of the solid?
volume?
ok
what figure do you get after rotation
yes
wait
let me do it
basic question
yeh it is correct
ans = 81pi/2
same here
ok then
bye
mhm
Umm
and i get M = M lol
hmmmmm
yo sm1 help with c
did you factor b?
wdym
what did you get for b is his question
YEZ
im sorry if the answer completely missed the mark
i took the vid on the lesson the same day
@stuck kestrel
@compact flax I dont know sorry
<@&286206848099549185>
there is none, and if there is, it's arbitrary.
and subjective.
im tempted to say that the intended answer for #10 is a 2ร2 grid of squares but honestly who knows
magic
Should I not
bruh
yeah you should not
it leaves the other half of the convo just hanging there
simply acknowledge the question is fucked up / unanswerable and move on
Ok but is no one is working on the problem , how's there a problem in deleting it ?
I mean you don't want others to spend time on a problem like that
?
I'm new on discord..
@ionic jewel
Do u wanna explain me ?
.
don't delete posts, it's generally annoying at best and rude at worst
Okay.
If A={<1,1,2>,<2,1,2>,<3,2,1>}
What values can b take to be a member of the span of A for <b,1,2>
like, vectors, or continued fractions
Find all functions f: R -> R satisfying the following condition:
F(x+y) = f(x)*f(y)*f(xy), for all x, y in R.
find the span of A first, although it looks like R3 initially
I tried the only method I knew which was sub but I cannot get anything
Please help &-&
guys
i need help
quic
this assignement is due
in like 1 hour
anyone help?
what have you tried?
c and a are quite similar, and I suppose b and d uses the same ideas too
well for C i did the quotient of 500/8 over 500
theoretically they're all equal
but in the spinner's context
they're different
actually, the problem with this is we don't know if the spinner is biased, and how it is biased
if its theoretical, it probably wont be biased
since we don't know how it is biased, the experimental evidence gives some information how the spinner is biased.
because you cant calculate which nimber it'll go to
but it might also be affected by random error
what i've come to for C
is 62.5/500
but the thing is i cant decided whether to round up or down
Anyone willing to help?
what is r?
no clue this is parametric equations. I have no clue how to solve this
looks sus, I think there's a mistake in this question
@solid schooner probably just a printing mistake for y, so just treat it as y = 3sin2t
notice that sin t = x/2?
find an expression for cos t based on this
hey guys
also, 3 sin2t = 6 sin t cos t
I have a final problem that i am struggling with can someone please help me with this?
ignore the bottom text
You have a product whose cost depends on how many are sold I guess
If you try toying around with different values of q you can see how it affects p and in turn the total revenue (which is the price per unit times the number of units sold)
these word problems got me trippin xD
To be fair it's badly phrased
it would but you have to rewrite the expression given
p=200-q is price for 1 unit
so what is total price for all units sold then?
what do they say q is?
q
so if q was 10 we would be selling 10 units for a price of 200-10 each, agree?
yeah..
so the total amount we sell for is then (200-q)*q
Yh i agree it is T instead of R
-2q + 200?
that is the derivative yes
god this is awful xD
why? you need 1 step more and you are done
what do we do after finding the derivative?
i forgot... havent done this in llike a year ๐ข
so the derivative tells us where a function is increasing or decreasing. So a maximum (and minimum) must be where the function stops increasing (decreasing), which it does when the derivative is equal to 0.
yep
the one we made? the q^2 +200q?
10k
indeed
Thanks so much <3
Do you have any source of like a video where i can fully understand the concept of what i just did ?
if its the derivative thing then can prob google finding min/max of a function and find something
so i have this function, i've determined that it has a pole of order 3 at z =0. I'm having trouble finding the residue at z = 0
used series expansion instead
Hey, in the formula (see attached image) the result is 1.08. My question is, is it possible for me to figure out the S and F values if i only know the RESULT value, for example if my RESULT is 5.2 what would S and F have to be in order for the formula to be valid?
You've got one equation and two unknowns S and F, so no
Unless you have an additional, different equation relating S and F to each other
Ok thanks
how do i eliminate the parameter
$x=a\cos \theta - b\sin \theta \$
$y=a\sin \theta + b\cos \theta$
abe
Hey guys can u guys help me? my question is: how can i divide N items into M groups with as near equal size as possible
bruh i took the channel
Divide it into N groups :))
can you help me
What parameter
for example: I have 39 runners and I need to split them into equal groups with those groups being as big as they can (up to 8 runners per group) while still being near equal.
so yea
Wal first figure out what numbers from 1-39 can be divided into 39
But okay I asumme 1<M<N? Then find common divisor of N (39), which is 3,13. So we can have 3 runners in each group
but in that case i will have 13 groups, i want to have the small number of groups but they had to have the max size as possible
for example 4 groups of 8 and one of 7
and i want my algorithm to work with every number
the idea is that you wanna write sin(theta) and cos(theta) in terms of a, b, x, and y
so here's a hint: calculate ay - bx, and also calculate ax + by
define near equal then
im confused
The volume of the sphere is
You can use 3 as an approximate value for ฯ
No calculator allowed
for example 90 runners and i want them to be in groups of 8. u can do 90/8= 11.25, 11 groups of 8 runners and the last one will only have 2
i want the groups to be the max size possible but near equal.
Yes so it is to make it into as few groups as possible then minimise length of group i from group i+1?
i know that i can just take one member of witch group until i fill the last group
I thought there could be some possible mathematical calculation
how are you weighting the two factors
average size of a group and standard deviation of the sizes of all the groups
So in the example with 90 the best solution would be 6 groups of 7 and 6 groups of 8?
or what
YES
8+8+8+8+6+4
8+8+8+7+7+5
8+8+7+7+7+6
8+7+7+7+7+7
something that does this.
so start with 12 groups of 8, then remove one from each group until you get to 90 total
Or start with 11 groups of 8 and add one to each group
Your top one is 42 and the other ones are 43 total btw from what you posted
yeah that's the way i will program this, but i thought that was a possible math equation to know the answer
thats sound smart. i will try this. thank you
Then floor it and give the remainder to some of the groups
that way will exceed the max number per group (8). but its something similar to that. Thank youu
tfw you want to make groups of 8 and in the end you only end up with one group of 8 
i said that the max number per group should be 8 but i never said that my group had to be 8. xD
o
i only want the number per group be the biggest possible in each group.
What does it say inside the bracket?
looks like a colon
yea thats what i was thinking
some people use that ratio for division
yea ive just never seen it written like that in a solution
in that case 12/3=4 but the square cancels with the root? and 25^2 is 625 so 625+4
but
if it's a distance between two points, make sure to put the (0-25)^2 under the root as well. And if that's the case then yes, it's 27.86
does that mean the entire thing is under the root then?
yea thats what i was looking at like you cant get close to 25 with out the whole thing being rooted
yesss exactly, but it still doesn't equal 25 so idk
i wonder if they wanted them to round?
so then 4^2+25^ = 641, if you root that, you get 25.31
which rounds to 25
oh nvm its divided by 30
u right
ohhh, I interpreted it as 0-12.3
no you're correct with this then
ahahahaa my dumbass wasn't even able to read it ๐
same tho phew lets look at this parametric question
ahh i believe this is a further topic on polar coordinates since theres that 2r for the y
It should just be regular A level parametric
hmm okay lemme see
the whole thing with parametrics is equating your equations for t
I get that bit but the y parametric doesnโt have a t in it
yea and they haven't defined r at all
it could be a misprint, let me solve and suppose r = t
yea okay so
i think its a misprint because it works
k= 9/4 and you will obtain the given form
try solving it and assume r=t
@violet loom
Thank you @tidal badge
no problem
could anyone explain how the summation on the left is simplified to the formula on the right? I can't seem to see it
seems to be applying the formula for the sum of the first n squares
oh okay, thanks! I'll look that up
hey gy
abe
how do i simplify this
If I have a complete directed simple graph on n vertices where between any pair there exists a edge in both directions, why is that thing edge transitive? This was trivially stated, but what is the explicit automorphism?
@tidal badge oh I see
Thanks
But would that ratio thing still hold up since 12:30 is fine
Time*
Not ratio
Sorry for not being clear
And sorry for not being here
I was doing something rq
@carmine lion try multiplying/dividing by 1 + cos(theta) + sin(theta)
i did
you got that?
yes
lemme check
im aiming to get to this last step
cuz its a proof question
$\frac{1+\sin\theta}{\cos\theta}$
abe
did you check?
im getting something else
can u show ur working
ok
idk what uve done
the numerator becomes $( 1 + cos\theta + \sin\theta )^2$ and the denominator becomes $( 1 + \cos\theta )^2 - \sin^2 \theta$
Sup?
using (a+b)(a-b) = a^2 - b^2 identity for the denominator
now expand the numerator using (a+b)^2
same for denominator, expand (1 + cos(theta))^2 using a^ + b^2
$\frac{[(1+\cos\theta)+\sin\theta]^2}{[(1+\cos\theta)+\sin\theta][(1+\cos\theta)-\sin\theta]}$
abe
yes
did i do something wrong here
thats right
so?
now expand the numerator using (a+b)^2
and for denominator, you have (a+b)(a-b) = a^2 - b^2
Can I send an image here?
$\frac{1 + 2\cos\theta + \cos^2 \theta + 2( 1 + \cos\theta )( \sin\theta ) + \sin^2 \theta}{1 + 2\cos\theta + \cos^2 \theta - \sin^2 \theta}$
Sup?
This is what you should get
I am thinking you should use half angle properties if we are still talking about this one
haven't learned those yet
$\frac{2 + 2\cos\theta + 2\sin\theta + 2\cos\theta \sin\theta}{2\cos\theta ( \cos\theta + 1 )}$
Sup?
divide by 2?
probably a very stupid question but, if there isn't a number near the 1st Y, how can divide?
equations system btw
um you really need to improve your handwriting
i'm finding it extremely hard telling your ys and 4s apart (which also look somewhat like Gs and lightning bolts)
,rcw
those "lighting bolts" are 4
why would u divide?
substitution method
if you wanted to solve using substitution, you could add 4 to both sides of the first equation
to isolate y
which you could then sub into the second
or divide by 4 in the second one
^
Yes
@native temple yes I'm pretty sure
oh
@native temple Do you mean within a single rational expression or two or more rational expressions?
2 or more
is it because some polynomials arenโt factorable
by any method?
Polynomials are always factorable over the complex numbers.
what do you mean over the complex numbers
Chai T. Rex
No, it's because the complex numbers are a splitting field.
I don't know all the methods, but, for example, Wolfram Alpha can compute the roots.
ohh
Some polynomials can't be factored over the real numbers, though.
but all polynomials can be written by linear and quadratic factors
@rare lotus Which discrete probability distributions do you know?
none that i know off, my teacher sent us and said to "try it"
Try what?
Here's a list of discrete distributions: https://en.wikipedia.org/wiki/List_of_probability_distributions#Discrete_distributions.
try the question
See if one of the descriptions matches.
ight jn
@alpine sable Sorry, channel is busy.
i think im in the wrong server as well
Oh, OK.
i think binomial
Yes, I think you're right.
What parameters does the Wikipedia article for binomial distribution list?
yes/no
No, that's the decision or something, what numeric parameters does it list?
"It is a discrete probability distribution with two parameters, traditionally indicated by n , the number of trials, and p , the probability of success."
OK, so that should answer part i.
Chai T. Rex
That's also part of part i.
Chai T. Rex
ohh
@rare lotus Please keep reading past that ๐
yea ll go read thank you
i think i have somewhat an idea what to do now thank you
You're welcome.
@oblique charm How far have you gotten?
i've gone as far as having k = 2 and n = 12
if that makes any sense
i'm not entirely sure if i'm supposed to use k-selection formula or k-combinations
i need help
@sudden patrol Sorry, channel busy.
There's only one pear left, but enough of each of the other fruits to satisfy the two you have to pick.
So, separate it into a sum where one term has you picking the remaining pear and one term has you leaving the one pear.
uhhh
i'm sorry i'm going in clueless but i get what you mean
i do know i have to use one of these formulas, unless i'm wrong
You have to choose one fruit from banana, apple, and kiwi + you have to choose two fruits from banana, apple, and kiwi.
You can use stars and bars for both: https://en.wikipedia.org/wiki/Stars_and_bars_(combinatorics).
okay okay, i'll see what i can do for thatt
Determine the convergence or divergence of the following improper integrals. If an improper integral converges, evaluate it. $\int xe^(-x^2) dx$ Where the limits of integration are 0 to $\infty$
RudyTheButler
Help
Google confused me with the formula lol
assuming its a half circle
calculate the area of one of the half circles
and multiply by lenght to get volume
So i have to calculate the area of the half circles then multiply by 15 and that gives me volume
of one
just one half circle
how would u do that
A = 3.14 x r^2/2
= 3.14 x 36 /2
= 56.52
use pi
3.14 right
so pi*r^2/2
to get 18pi
What
$\frac{\pi\cdot r^2}{2}=\frac{\pi\cdot6^2}{2}=\pi\cdot18=18\pi$
Delta
how do i get sa though
occupied
the area (halfcircle) is 18pi so what is the volume
847.8
or 18*15 *pi
and u get that correct
oh yeah i have to round
yeah underestandaple
im not a human calculator tho so cant tell
ye
then the area
of the entire figure
This is what i did
thats fine
u should use the pi symbol
and round up at the end
o
now u rounded up in the middle assuming pi=3.14 even tho it is not
my teacher says just make pi = 3.14
i dont think it matters here but generally that is the case
k
how do I find sa now?
the area of the entire figure
how I find that
what sides does it have
er
like it has 2 half circles
isnt this half a cylinder?
its a half a cylinder so do half the formula
1/2 the cylinder plus the rectangle
in the cross section
ok so we have 2 half circles
and the rectangle in the back
and that curvy bit
SA of Cylinder = 2x3.14xrxh + 2x3.14xrx2
do i jus do that then divide the answer by 2
no
then get sa of rectangle and add those two together to get the total surface area
waht
u know the area of the half circles
I need help solving my hw problem
they are 18pi as we calculated'
occupied
oh
so we have 2 half circles
the rectangle
yes
which is how much?
3
whar
show how did u get that
uh 2 half circles = 2
- the rectangle is 3 shapes lol
I don't know where to start
nvm
how do u calculate the area of a rectangle
l*w
what is the lenght and what is height
and pls use * if you could
@buoyant anchor Sorry, channel busy.
15*6
that x is throwing me off
is it 6?
yes
look carefully
12
good
so 12*15
or 180
yes
then the curvy bit
how would u do that
I dnt know
imagine straightening it up
what shape would it have
Rectanglular right
yeah
we know one of its sides
correct
yes
what is the other side
equal to
umm
Is it 12
why
6
why
will it be longer than the bottom rectangle
no
oh 15
why
because bottom one is 15
and side is 6*2 would be 12
yeah that was the one we knew
but when u straighten it it gets longer
like if u have a string
and u straighten it
it gets longer
yes
so
the other side is equal to what side
in the diagram
Bottom?
it is longer than the 12 in the bottom
o
its equal to the half circles side
can u see it now?
no bro
i stll dont get it
wait a sec
k
i mean this
of the half circle
s
What is the answer to this?
idk
probably 4 for both
occupied
i think it wants you to complete the square?
oh sorry delta
so the half circle is equal to the other side
ill try and find a video so u can see why
k thank you
when u fold a paper to a cylinder
one of its sides will be equal to the circles cirumference
@alpine sable
Ohh
Zero ? lol
I even don't understand the question lol don't mind my nonsense
Hi! could someone please help with this
You want one of the trig functions
im still lost lol
alright lets use angle C
what is tan(27) in terms of the sides of the triangle?
soh cah toa
To be honest I have no clue...
tan(x) = opposite side divided by adjacent side
so would it be 27 divided by 6?
opposite side
27 is an angle not a side
what side is opposite the 27 degree angle?
its a triangle... there is none? Sorry im really bad at math.
does the right angle have somethingn to do with it?
trig only works because its a right angle
its not math
look at the triangle
what side is far away from angle C
the only sides that isnt part of making angle C
a
sorry im lost
