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do u think you're funny
you got the crowd laughing
get ab first by min and max
whats 10 times 2
note cos ranges from -1 to 1
go do something better with your life bro
.oh
go learn math. kid.
the answer is 6a
alright lets just ignore that kid who doesnt know what 20 looks like
🤓
lmfao
bet
a+b is max a-b is min like i didn’t know that
im the helper here
a-b = 92 and a+b = 116
simultaneous?
yes
and word of advice we've all been there, stuck on some math saturday night in high school or junior
ok I got this now what?
You divide both sides by the amount of cards u have collected for ur reasonable information.
bro legit go and hang out with ur friends or something do u not have anything better to do
we’re people always stuck on something so we help the people improve
or do u just have no friends
i have no friends.
use cos 0=1 and cos pi=-1
i can tell bro i bet its cause you're really funny
I have no girls and no guy friends bro. .
my guy friend he moved out. but i have no girls at all.
I text only AI girls
damn u sound like an incel
alright give me advice
there i sent dm
we just got the max and min, and we need to determine c and d by knowing that when cos is 1(which implies the thing inside cos is 0), max is first reached and when cos is -1 and the thing inside is pi, min is first reached
cos = -1 is min
cos=1 is max
oh
wait i dont get the equations im supposed to make
cos(c(t+d) = -1?
c(0.5+d)=0
plug in the t value you already know
oh sorry c(0.5+t) is pi because its a min
c(3.5+d) is max so should be 0
what the heck
wait how do u know
is it ok if u draw it?
why is it pi when its a minimum
oh
its virtually on the blue graph you just drew
wait so now i have 2 equations again?
yes, 2 unkowns requires two equations at least to solve
max t is 3.5 not 0.5
oh
wait isn’t it just 3?
it says max at 3
OH
during the next 3 hours
3.5
yeah
ok his way is better kinda
wait are we doing it wrong or them
lemme plug in our results in the casio and see what went wrong
kinda weird?
because our results fit the pattern
the max and mins are at the right places
yea
so the problem is he wants the c and ds in positive number
so do phase shifts and adjust it
should be fine
how do u do that
my d value is still wrong
i got -7/2
and the answer is 2.5
@uneven jasper
phase shift?
thats why i said his method is better
first you wanna turn -pi/3 positive
our method works but you gotta like add a period so everything become positive
now his method
first you find the period
which is six,
err
max to min is 3 hrs
half a period
c is like
you extend the original cosine to 1/c of what is was
so original cos is period 2pi
now its six
extended by 6/2pi
so c is opposite of that
2pi/6
f(x) and f(bx)
f(bx) is f(x) horizontally "stretched" by a factor of 1/b
d is about horizontal shift
isnt it because period = 2pi/b
f(x+b) is f(x) shifted b to the left
yes thats another way to look at ti
so cause it takes 6 units idk what it is
its 2pi/6
= 3pi
pi/2
i mean
pi/3
i mean
ok so i have the period now wat?
you have c
with only d left just plug in a point and you have it
ok so when its a minimum cos is equal to -1?
no just plug in t=3.5 fx is 116 for example and solve for d
but thats how they did it here
wait
i dont really get the step we did at the start
a+b = 116
how come that equals the maximum
because isnt b multiplied by cos(c(t+d))
max means cos is 1
or is it because b is the amplitude
oh
its because b is the amplitude
?
ahh ok
doi u understand circle theorems?
dunno but it appears this would be correct
you guys give the most abstract answers lol
what do u meanb hahaa
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Hello, I am currently doing grade 10 maths in Canada. Our math curriculum is terrible and so is my teacher at explaining things 😭 I am okay with the first few steps of solving but I am unsure what to do when I get to taking out the exponents after prime factoring
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show your steps so far
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what are you stuck on?
Well, i think the solution is to split this into ranges like [1, 9], [10, 99], [100, 999], [1000, 2000], [2000, 2024], and calculate the digit sum of each of these ranges.
ngl my solution here is to straightup brute force
its a finite sum so i would just find the number
and add all the digits
but i think the optimal solution is number theory probably
oh wait
concatanete all the numbers
just add them all up no?
no you can't
because lets say s(12) = 123456789101112
yep
If i take [1, 9] that is 1+2+3+...+8+9 that is 45
so then focus on ranges where its 1-digit, two-digit, three-digit, so on
and then total them up i think
thats like champernowne constant
well that is another level
maybe there is formula for range [a, b]
no if you concat then "1234" is just 1+2+3+4 so isn't it just summing?
oh
wait nvm again
cause 2024 is 2+0+2+4 and no +2024
yep
like 10+11+12+...+99?
every term should be a single digit
but notice the pattern
1 - 9 repeats in ones and tens
srry for bad explanation
0001
0002
0003
0004
0005
....
2024
maybe you could somehow count how many times each digit appear in each decimal place
that would work too
io mean that 11, 21, 31, 41, 51, 61, 71, 81, 91 all end in one
then so on for 12, 22, ..., 92
so like for [10, 99] each digit appears 10 times in the tens place, and the sum of digits from 1 to 9 is 45. So: tens place sum = 45 × 10 = 450. Each digit 1 to 9 also appears 9 times in the units place: units place sum = 45 × 9 = 405. so 450+405 for for the range [10, 99]?
sounds right to me
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??
can u answer the question i posted pls
stop using other people channels
its not that deep
bruh
omds bro
ping helpers after 15 minutes if no one has responded
exactly
i aint tryna wait 15 minutes bro js answer the question please
Because this was a competition where you couldn't use any calculator, only pen and paper.
Consider the numbers with 4 digits ABCD has have exacly 1 digit one
there are (4 choose 1) places you can put it
for numbers ABCD with exacly 2 digits one
you can make (4 choose 2) choices of where to put it
etc
so there would be (4 choose 1) + (4 choose 2) + (4 choose 3) + (4 choose 4) ones from 0001 to 9999, but then you need to somehow limit it to 2024
well that is the problem that it goes only to 2024
I've maded a C code and based on that it should be: 28170
but the steps to get it...
maybe separate in 3 cases
ABCD
if A is 0, 1 you need to range BCD from 1 to 999
if A is 2 you range BCD from 0 to 24
Well the range [2000, 2024] is the 2 appears 25 times so +50 In the tens place, 0 appears 10 times, 1 appears 10 times, and 2 appears 5 times: tens place sum = 1 × 10 + 2 × 5 = +20 and for the units place, each digit from 0 to 9 appears twice, plus digits 0 to 4 each appear once: units place sum = (0+1+2+...+9)×2+(0+1+2+3+4) = 90+10 = 100. so range [2000, 2024] is 170
right so that would be case 3
like we have [1, 9], [10, 99] and [2000, 2024]
for case where A is 0,1 this could be used
but how can i get [100, 999] and [1000, 1999]
wait maybe in the [100, 999] on the unit places the each digit appears 100 times right?
you just need to separate it in [0001, 0999], [1000, 1999], [2000, 2024]
for each first digit 0,1,2
well how can you get the range [1, 999]?
this but just BCD instead of ABCD
so you can calculate how many times a digit appear from 001 to 999
so (3 choose 1) + (3 choose 2) + (3 choose 3)?
and thats just 2^3
we could think for each digit BCD, either it is or isnt equal to 1
to 2 possibilitoes for each digit 2 * 2 * 2
how this help us?
1 appears 2^3 times, 2 appears 2^3 times, 3 apoears 2^3 times
isnt it just 0001... 9999 then subtract 2025... 9999 or 0001... 9999-2024 = 7975 ?
so the sum from 001 to 999 is 12^3 + 22^3 + ... + 9*2^3
which is 2^3(1 + 2 + ... + 9)
8 * 45?
that is 360
yeah thats for the first case
What exactly?
the second case A is 1 and the other digits range from 000 to 999
so its the same thing as the other, but every number has an extra 1 because of A
alright so the 360 is the digit sum of range [100, 999]?
no
from 000 to 999
the first case
the cases are [0000, 0999], [1000, 1999] and [2000, 2024]
first case when A = 0, second when A = 1 third when A = 2
well the digit sum of range [0, 999] is each digit appears 100 times on hundreds so that is 4500 and that is bigger than 360
damn right
on BCD for example if i make two digits equal to one, the third can be 2, 3, 4, ... so its not just 3 choose 2
and after there is on tens the digit appers 100 times also and on units also so 45 * (100+100+100) = 45 * 300 = 13500
so for range [0, 10^n-1] the digit sum is 4500 * (n-1) maybe?
wait no
damn this is shit
well i have created a C code and it shows me a 28170
💀
check it: #include <stdio.h>
#include <stdbool.h>
#include <string.h>
#include <stdlib.h>
#define SIZE 1024*1024
int digit_sum(int start, int end) {
char *str_number = (char*)calloc(SIZE, sizeof(char));
size_t counter = 0;
char digit[64] = {0};
int sum = 0;
for (int i = start; i <= end; i++) {
itoa(i, digit, 10);
size_t len = strlen(digit);
counter += len;
strcat(str_number, digit);
}
str_number[counter] = '\0';
// printf("%zu, %s", counter, str_number);
for (size_t i = 0; i < counter; i++) {
sum += str_number[i] - '0';
}
free(str_number);
return sum;
}
int main(void) {
printf("%d\n", digit_sum(1, 2024));
return 0;
}
maybe ask gpt to create a python script to compute it
ew python
alright C
ew C
gg what are you using
java 💀💀💀
💀💀💀💀💀💀💀
jk i code in binary
wait is there no answer sheet?
Nope
i feel like there was a smart way to do this problem
The funny part is that this should be considered an easy problem.
1 + 2 + 3 + 4 + 5 + 6 + 7 + 8 + 9 + 10 for [10, 19]
1 + 2 + 3 + 4 + 5 + 6 + 7 +. 8 + 9 + 10 + 1 * 10 for [20, 29]
1 + 2 + 3 + ... + 10 + 2 * 10 for [30, 39]
maybe this was how it was supposed to be done ?
well [10, 19] is 1 + 0 + 1 + 1 + 1 + 2 ...
well 1 + 0 = 1, 1 + 1 = 2, 1 + 2 = 3, 1 + 4 = 5, and so on
thats right but for [20, 29] that is 2 + 3 + 4 + ... + 11
hell nah this problem is shit
lmao
let me try to find some solution on internet
well i've found nothing can i close this?
sure
lmk if u ever solve it
i might work on it on the side
ill send u a friend request
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Should I simplify 2/6 into 1/3 for my answer on a1?
And do the same for any that applies
6/8 into 3/4
nvm. It accepts both 2/6 and 1/3
Made mistake on a5
simple one tbh
.close
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How do I integrate this?
I have difficuties reading that but, have in mind that sinx/(1+cosx) = tan(x/2)
And if u distribute e^x u get
it's (1+sinx)/(1+cosx)
nosols
I am gonna delete that
if i do that i would have (1/(1+cosx))*e^x+tg(x/2)*e^x
I was doing other things and didnt pay attention sorry
do i keep integrating that by parts or will it just not work
it's okay there's no need to apologize
Yes
And the first part can also be rewritten
U will have to integrate by parts anyways
okay wait do you want me to calculate both sides by parts?
like integrate tg(x/2)*e^x and then the other one
@loud walrus
ill have to do the other one too either way tho
and i think that's a little beyond my level
Yeah like that
,w (sec^2(x/2)/2)*e^x integrated
yea i highlt doubt i can do that
,w diff tan(x/2) e^x
hm okay
That was lucky lol
That means i was right
Product rule means integration by parts is likely the way to go if you want to do it the hard way
can i not substitute tg(x/2) with t
that's what i did at first but it seemed like it wouldn't work when integrating by parts
Yes u can
Let me try to read what u wrote
Look at ur first subtitution
I am very certain u can simplify that
,w is (1+(2t/(1+t^2)))/(1+(1-t^2)/(1+t^2))=(1+t)^2/2?
Isnt this easier to read?
Split
i thought that maybe i could write the top part as (t+1)^2 and the bottom one as (t+1)(t-1)
but that wouldn't help
i split at the end
i got here
Ok so we are here right?
$\left(1 + \frac{2t}{1 + t^2}\right) e^{2,\arctan(t)} , dt$
Samuel
Did u do another sub?
no only tg(x/2) = t
I just see that the expression is the derivative of te^2arctant
U can do u = te^2arctant
Actually no need for sub
Do right away
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First image is the question, second is the answer from the solution guide, and the third is my work. I can’t find how to get to the posted answer
@wild dune Has your question been resolved?
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@wild dune Has your question been resolved?
@wild dune Has your question been resolved?
@wild dune Has your question been resolved?
.close
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hi
.close
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I need help with number 8, i dont know how does trigonometry even involve in this application.
you can get this region by adding a rectangle, subtracting triangle PQR, and adding sector PQR
the height and width of the rectangle depend on the angle x
use right angled trig by dividing triangle PQR in half to see how
and 1/2 ab sin C for triangle PQR
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sin(120 deg) = sin(60 deg) = sqrt(3)/2
doesn't matter
you surely don't mean 120 radians right
well 2pi/3 radians is 120 degrees
Ye I did that
they are literally the same angle
no, sin(120 deg) = sqrt(3)/2
One is a third of circle one is a triangle
I know
.
no, 120 degrees is 2pi/3 radians
sin of 120 degrees or sin of 2pi/3 radians is definitely not 2pi/3
Ok
So
The area is 2pi/3 x 2 x 2 x 0.5
= 4pi/3
Which is WRONG
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hello, can anyone recoommend a good tutorial channel or website to learn dynamics?
mainly work and energy
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Asking again, is this notation legible and clear? i am summing over all sets {i1, i2, ..., ik} that are in a bigger set of sets S_k^n.
How about a double Sigma?
So this is a double summation?
No it is not, i am only specifying that S can be written as {i1,...}
This is the whole thing
So you are not summing over the i_k?
I'm gonna say do i=0 to n
no, i am summing over the elements S of S^n_k={S1, S2, ..., S_d}
Replace S by S_i
ok, but how do i get i1, i2, .. then?
sum(S_i) lol
it is not a sum
I think this is probably fine the way you have it, tbh
I understand what you're going for I think
It's either this or $\sum_{{i_1, \dots, i_k}\in \mathcal S_k^n} f(e_{i_1}, \dots, e_{i_k}) h_{{i_1, \dots, i_k}}$
π=√g
or also, should i swap the order of the two lines under the summation sign?
I am curious about the $A^{\wedge k} h_{S_t}$ being on both sides of the equation.
OmnipotentEntity
Oh, now you have it as f?
just simplifying...
it's linear functions (in this case the k-th exterior power of A applied to a basis vector (function) h_S)
And the basis vector is a multivector, right? Which is why S is part of the power set of basis vectors?
here S_k^n is all the subsets of k elements of {1, 2, ... n}, and (e1, e2, ..., ek) are the ordered canonical basis vectors
So it's all indices of indices...
yes
Ok
Yeah, I think this is fine how you had it
But if you define S beforehand, you don't need to do it under the sum
cool thx! and this homework has taken me too long now.. finally gonna submit it
Here S is any element of S_k^n, so i cant really define it beforehand can i?
as in the {i1, i2, ...} are different for different S in S_k^n
Each element S in S_k^n is of the form blah blah blah
Hm maybe ill think about it
Actually i just realised im missing a condition.. maybe i'll rewrite it completely some other way cuz its becoming very messy
and thanks a lot for the suggestions!
.close
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Hello
**8. Question:
If A∪B={1,2,3,4,5} and A∩B={3}, where A={1,3,x}, find the possible values of x in set A
Solution: Since A∪B includes all elements 1,2,3,4,5, the missing elements must be covered by B and any
choice of x. For A={1,3,x}, the values of x could be 4 or 5 for A∪B to cover all required elements.**
Can anyone please help me understand this question
I don't get the solution
I said x can be 2,4,or 5
isn't this right?
there seems to be a mistake in the question itself ... A∩B = (2)
Do you know what's B?
for the solution to be 4 or 5
Maybe idk
like some information about B
im very positive that there is a misprint
That's all, also I pasted the solution
then you are right
Feeling same but wanted to check
if there is no misprint then you are correct
Okay thanks alot everyone
Imma close this one
Thanks for helping out wish u all a good day/night
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i have troubles finding asymptotes in this function
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the asymptotes are when the deonminators are equal to 0
so when x-1=0 and lnx=0
hello everyone
I'm a arabian boy but I understand the En maths
i found that vertical asymtotes dont exist
i have issiiues with Horizontal and oblique asymptotes
the EN maths is very very hard
yeah
i dont think there are any oblique asymptotes
as x approach infinity, f(x) ≈ 1 + 0 = 1
you have a horizontal asymptote if
lim when x-> +-inf is a number (a)
your asymptote is y=a
You have an oblique asymptote if
There's no horizontal asymptote in that side
lim when x-> +-inf is +-inf
lim of the function divided by x is a non-zero number (m)
limit of the function minus mx is a number (n)
your asymptote is y=mx+n
ok, from what i have read to get the m you need to f(x)/x but i dont know how to transform the function
im stuck with math
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would this be correct
@restive belfry Has your question been resolved?
<@&286206848099549185>
<@&286206848099549185> 🙏🏻
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I'm having some trouble finding the transformation for this problem
I'm a bit confused on where to start.
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Sorry ik this is easy asf but I can’t seem to fiegurr what I did wrong when factoring
this seems pretty perfect to me
root(4) = 2, and should have canceled out with the 2 in the denominator
hayley is stateside!!
What happened to the negative? And okay sorry ty for that
when you canceled the factor 2 in the end, you forgot it cancel it from 2√7 :}
:}
:>
That wouldn’t change the negative thou right..? 😦
But why should it
Your values are right
which is (-2±√7)/3
Oh wiat sorry when I went to go check my answer I thought I didn’t see a negative sign.. sorry diva
np
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Why is your math folder called meth :D
Bc the amount of aderall I need to take to do math.. ;—; so I thought it was a very fit name for my math notes
hehe, yeah motivation is key, once one finds a suitable learning partner/guide or a platform/project that intrigues your interest you can't imagine how well it flows :]
I genuinely love math sm but bc of my disability math is the hardest subject for me to retain but it’s so hard ;—-;; but TY
Best of luck! When you encounter a neat little problem somewhere that you may want to solve then go for it, having an occasional problem that you want to solve yourself for fun without being handed to you as a task helps a lot I think
That’s what I’m kinda doing now, I’m extremely lacking in my algebra skill bc I learned it during covid, so I’m just giving myself a ton of problems!
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Hey, I'm really not sure how to even start this proof. Anyone can give me some starting velocity? Cause I got no potential otherwise :/
@finite schooner Has your question been resolved?
<@&286206848099549185> Anyone can bless me with some knowledge on how to approach this?
i don't know about this subject, but i would recommend you to translate it to english so other helpers can understand
For 1 <= i < j <= n "swap the object in place i with the object in place j". This function defines an element of Sn. Show that this set generates Sn.
Where Sn denotes the symmetry group of order n
I guess help with group theory is probably hard to come by
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Hey I need help with this
when should some value of x be exluded from the domain?
this is a question to you to help you
Wait what?!
if some value is not in the domain of the function, what should you get when you plug it in?
hint: ||should it be defined?||
btw the dot in the graph is supposed to show that there is a hole at that exact point
I've heard it defined as both answers being technically correct
But a lot of people notationally suggest following operations left to right making it 9
did you just gave up on the first one?
Ye
Right, now I am being crushed
Because my first grade brain cannot take this
😤
I feel very issued with disorientation
So anybody help?
Hey anybdy
??????
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✅
Thanks bot
nice
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hello, excuse me, I'm a fresher and I need some help
Are anybody free now from the UK or the US?
I wanna sb to help check my paper on optimization in English
No need to ask “Can I ask…?” or “Does anyone know about…?”—it’s faster for everyone if you just ask your question! See https://dontasktoask.com/
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How do I plot this
help a bro out
@grizzled stump Has your question been resolved?
no it has not
You use either Google sheets, Logger pro, or graph paper.
In other words, I'm not sure how to answer your question. Because I'm not actually sure what you're actually asking and what you're actually confused about. Can you clarify? @grizzled stump
@grizzled stump Has your question been resolved?
for the peak static friction do i put in all the static frictions or just the peak from that mass @spiral turtle
I would plot all three personally
But the assignment is not clear on the requirements
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confused about why the 1/n^3 on the left suddenly became a (n^3/n^3) - 1/n^3
@placid totem it's because of the n^2 term in the sum
you are summing n^2, a constant, n times
I don't get what's happening with the n^2 to make that happen
I'm guessing it's being factored out so i^2 is alone but how does that make create what's on the left
do you get how $\sum_{i = 1}^5 3 = 3 + 3 + 3 + 3 + 3$?
south's secret twin brother
yeah
it's an application of this
n^2 is being added to itself n times
so the result is n^2 * n = n^3
\begin{align*}
\frac{1}{n^3} \sum_{i=1}^n \qty(n^2 - i^2) &= \frac{1}{n^3} \sum_{i=1}^n \qty(n^2) - \frac{1}{n^3} \sum_{i=1}^n \qty(i^2) \
&= \frac{1}{n^3} \cdot n \cdot n^2 - \frac{1}{n^3} \sum_{i=1}^n \qty(i^2) \
&= \frac{n^3}{n^3} - \frac{1}{n^3} \sum_{i=1}^n \qty(i^2)
\end{align*}
OmnipotentEntity
With a few intermediate steps @placid totem ^
ahhh okay that makes sense
I was thinking I had to factor out n^2 but it was really just getting its sum and then you have the part at the end
thanks!
yeah you split the sum into 2, (sum of n^2) - (sum of i^2)
ah I see okay
I didn't understand what you didn't understand, haha
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no, cause the expression you got in part a is the work required to lift that layer to the top of the tank
so the top of the tank part is already accounted for
you are lifting the oil from y = 0 to y = 4 ft all the way up
hence the integral bounds are 0 and 4
well the whole reason you use calculus is cause you're adding up the individual contributions of each layer
when each layer is infinitesimally thick of course
so that you can find the work of the entire volume
yep
no worries!
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My quiz based peta is started and I really need someone to help me <@&286206848099549185>
you want help during a quiz?
Academic dishonesty is a no-no
It's not a quiz?
"My quiz based peta"?
They told me to help me with a quiz based peta So all they are goin to do is test our speed
AND I AM NOT THAT FAST ENOUGH....
Then perhaps now is not the best time to seek help.
Because we make you do the work very slowly until you understand it. 🦥
🦥
Oh okay
very accurate
🦥
@vast shale Has your question been resolved?
Yes?
Academic dishonesty is not allowed in this server
I already submit the quiz dw
Geometry I can help you with
Okay, so let's think
So wait wait before you answer
I got an idea about it
Well I didn't understand the question... all I did is side length of cube
Okay but to get this out of the way since we are dealing with a cube, what would the cube of size volume 64 mean for the sides?
V = s^3
Yes, at which you should have
...
4
So imagine a 4 × 4 × 4 cube
You want to get out a sphere, but you don't want for the sphere to overlap the cube
So kinda just wing it into
s^3 = 64
cause yeah what you said 4 x 4 x 4
It should be contained inside of the cube
You have the side, and you may immediately know that you got the diameter
Then I did this
s = 3^(sqrt)64
= 4?
Then I remembered that the radis of the sphere is half a diameter i think??
If you know your diameter, you know your radius. Since your diameter is 4, this implies that
Yeah your answer should be 2
So was it suppose to be 4?
No
2
Okay okay
I srsly used my ipad to write what I'm doing 😭
Lemme rewrite it in a bond paper
Just pay attention to your lengths
Wait what does it look like though?
What does the question look like?
Here I got my ipad
Cause what I tried was I put the volumn inside the circle/sphere
then radius is ?
Is that even correct?? 😭
Btw Ph stands for in your name?
I'm missing a letter. I'm getting the D
Then radius is inside the circle right?
Yes
Oh okay I think it's the line inside the circle?
The line is flowing down?
1/4?
Since the origin is midway
OH 4/2
Yes
Perfectly half inbetween both ends
Yeah you can say that
But let's keep it simple and just go with faces
You agree that the top and bottom face of the cube have a distance of 4
Yes
Now if you can midway, that's where the center of the sphere is right?
Wait a minute, was the solution already provided?
.
Yeah it's 2
Since you going midway with the faces, you get your diameter of the sphere which is 4. Divide by 2, that's your radius
pi times diameter to get c(length) and times per length worth
C = π × d?
what did you try
C = π × d
C = 3.14 × 63
C = 197.82 cm
Value = 197.82 × 55
V = 10,899.10 ?
correct
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4
theres 600 grams in each cubic meter and there are 4 cubic meters
600 x 4 = 2400 total grams
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4
what is your answer
4 cubic meters × 600 grams per cubic meter
= 2400 grams
2400 grams = 2400/1000
= 2.4 kilograms
yes
What does a volumn of a rectangle look like?
its the 3 sides multiplied
So 4 x 4 x 4?
if those are your 3 side lengths, yes
I dont get t
whats the question
What does a volume of a rectangle look like in this question?
The building is a column?
yes
So what does a volumne of a cylinder look like in this question?
The volume is given as 4 cubic meters in the question
what do you mean by "look like"
Like a vision of how it looks like
a picture of what the question is saying?
Uhm a drawing perhaps?
ok one sec
like this?
the volume is everything that is inside
I don't.. get it
consider a water bottle
you fill water
right?
so when it is full
empty it to a vessel
the volume can be the quantity of water present in vessel
ahh
the water present inside water bottle
which is volume of it
So th quantity of the building is 4 cubic meters?
volume of it yep
yep correct
What does the area of the region in a parallelogram look like?
So that's 285 cm^2?
11
ok
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4
A = πr^2
64π = πr^2
64 = r^2
r = (sqrt)64
r = 8cm
C = 2πr
C = 2 × 3.14 × 8
C = 50.24cm ?
nope
Then.. what does the area of a circle look like?
shaded region
C = π × d
C = 3.14 × 90
C = 282.6cm
Total Distance = 282.6 × 15
TD = 4239cm
Distance in meters = 4239/100
DIM = 42.39meters ?
yup
What does it mean with bicycle cover if it makes 15 revolutions? 15 turns?
you have to assume distance covered by wheel= distance covered by bicycle
so with each turn or 1 rotation it will move 2piR horizontal distance
1 rotation = 2πr horizonta distance?
So the bicycle cover if it makes 15 revolution is the distance?
yes
Ah I see
@vast shale Has your question been resolved?
V=πr^2h
V = 3.14 × 8^2 × 4
V = 3.14 × 64 × 4 = 3.14 × 256
V = 804.64 cubic decimeters?
I don't get it
Half the size -> amount of water is half the volume of the cylinder
Hi good day
Nope..you don’t need to
Need the answers too or you’re fine?
is it optional?
answers
does one of them have improper that you need to simplify?
You simplify them only if it’s possible..otherwise you don’t need to
And it should be in proper whole numbers
ok can you tell me the answers?