#help-10
1 messages · Page 116 of 1
0.03
and 0.07
u need
0.03x=3
x=100
so u know
100x=35
x=35/100
0.35
any program can solve this for you
i can write you one right now
in java
What's missing then?
from making a program that just spits out average when I feed it the two frequencies?
u can make a program
now that finds
the times
and then in the end
sum and divide
u know the cycle is on 35
so u take a loop
5x
u need 2 loops actually
one to loop through 5
and one to loop through 7
do u want me to help u with this
u know the cycle is 35 for 7 and 5
5 loops from 1 to 7
7 loops from 1 to 5
5x
for x = 1
5x1=5
now we loop through 7
which number multiplied by 7
gives us a number
for which
7 multiplied by this number - 5
gives us something bigger than 0
well no one
loop stops
go back at original loop
5x
for x = 2 now
10
what number multiplied by 7
that 5x-7 is bigger than 0
well
1
7x1=7
10-7=3
3 is bigger than 0
wow
for passenger 2
3 minutes
then u store this minutes
as as equence
and in the end
u sum and divide by the length
of the sequence
and u get the average
yep I wanted to give someone who can code instruction like this to buld me a calculator
the real purpose btw. is calculating latency in video games
you have framerate and monitor refreshrate
I translated that to passangers and trains xD
If you can make a program like this it will be awesome
i can make it in java
Ok awesome
maybe I can pay you a little bit
I don't know how to compile or anything though you would need to explain like im five xD
let me make it first and show u how it works
you da best
first is first
u introduce 2 numbers
so ask the user to introduce 2 numbers
ill make it 1 sec
ill make these 2 steps
the scanner keyboard
is to start the scanner that will detect our inputs from keyboard
when we ask it
whats next
to ask for 2 numbers
train and passenger
gives a message to the user
that asks him how many minutes it takes for a train to pass by
ok
he will type in a number
we detect it
mintrain = next keyboard number input
now we ask how many for a passenger
now we must check if they are integers or no
we need to make a bolean method
that returns true if they are integers
or false if they arent
ill call the method
isInteger
this means the method is boolean (returns true or false)
and it does it based on a arbitrary number double x
yup I kinda understand what ur doing so far
if x is a integer x
then we say its true
else
its not an integer
ill try the method to make sure its good
we are trying with 1
true its a integer
ill try with 1.3
epic fail
false
its not an integer
so the method works
1 is a integer
1.3 is not a integer
now well have to pass both our numbers through the method
if they are both integers
we write this
if the minutes of train
&& means and
if the minutes of train and the minutes of passenger are integers
im making them pass through the method isInteger
then
to get the cycle
we just multiply them
so far we have this
we ask to introduce minutes of passenger and minutes if train
and a method that tells us if they are integer
if they are both integers then cycle = mintrain*minpassenger
what we do if they are not?
we have to write that
lets write if they are both integers first
then we jump on if they are not
yup
Is what we will do now kind of like a simulation?
now we are doing it for only integers
k
I'll add you incase the thread gets closed
@uncut girder Has your question been resolved?
i stopped working on it ill get back to it in 20 minutes
its just one of the loops
is faulty
@uncut girder Has your question been resolved?
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how do you do 2^x*3^x
you want to write $2^x \cdot 3^x$ as one exponent?
heavy
right
alright
since the exponents are equal
you can write $2^x \cdot 3^x = (2\cdot 3)^x = 6^x$
heavy
ah okay so you factor out x
well i wouldnt call it that hahah
for some reason i thought the base had to be the same in order to multiply
exponents
usually that is the way
but thats kind of different from this
this only works because the exponents are equal
they are both to the same power
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hello
What’s your question?
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When only given M, do you use the slope to find two points to create a function?
I was asked to create a function with a slope of m = -3
Teacher explained how to create a function given points and a slope, or just points, but not just the slope
pick any random point you want
given the parameters of the slope?
if all they want is something with a slope of - 3
yes
literally anything is thats all in the question wants
I mean to make this easier,
start with slope intercept form
y=mx+b
and choose any value you want for b
@mossy pewter Has your question been resolved?
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mornin USAAAA
is that the original question
yessirr
probably didn't look carefully
huh
aightt
have a kiss
anyway 2nd question
i tried long divisioning it
but I can’t get rid of the x in it
and I can’t use quotient/product rule
hold up
I can separate the ln
into 2 different
ln
ohhhh
that’s how I was supposed to approach the question
right?
yes
alright
that is eye watering
do not leave the operator there after you already differentiated
finish everything in 1 step
dont attempt to derive a fractional log
just use log identities to break it into subtracting and then distributive the derivative operator
,w differentiate e^sqrt(x)
could you circle where I left the operator
im confused
3rd line
this is simply wrong
yes
No it is not
wha abou dis
$ln \left ( \dfrac{3x}{x^2+5} \right ) = ln(3x)-ln(x^2+5)$
SirMonkey
$\dfrac{d}{dx} ln \left ( \dfrac{3x}{x^2+5} \right ) = \dfrac{d}{dx}ln(3x)-\dfrac{d}{dx}ln(x^2+5)$
SirMonkey
$\dfrac{d}{dx}ln(u) = \dfrac{u'}{u}$
SirMonkey
$\dfrac{d}{dx}ln(3x) = \dfrac{3}{3x}= \dfrac{1}{x}$
SirMonkey
$\dfrac{d}{dx}ln(x^2+5)= \dfrac{2x}{x^2+5}$
SirMonkey
$\dfrac{1}{x}-\dfrac{2x}{x^2+5}$ is the derivative of the log but obviously you simplify
SirMonkey
Plug it into any derivative calculator and you'll get that, it makes it so easier than dealing with fractions and using quotient rule.
3c is correct but you might find it easier to just rip the constant e out and just deal with the exponential with the variable
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12
the answer is 10
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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
anyone know how to use a graph calc
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Just looking to see if awsner is right
Order of operations
I can show work i needed
Could u send a clearer pic
@timid silo Has your question been resolved?
Stephen
Huh?
Just do this
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Let V be a vector space over R. Let u, v, and w be distinct vectors in V. Prove that {u, v, w} is
linearly independent if and only if {u + v, u + w, v + w} is linearly independent.
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would the degree of 12x^2y^3 be 5 or would it be 6
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The lengths of the sides of a right triangle are consecutive even integers. Find these lengths. (Hint: Use the Pythagorean theorem.)

Let the triangle have legs: n and n+2
And hypotenuse n+4
And use pythag to find the n that satisfies those constraints
would it be n+1 for both?
Thanks

wait I think im confusing myself
Let it be n, n+2, n+4
okay thank you
alright tha k you consecutive integers are confusing me alot rn
This thing is true because they must be consecutive even numbers, even numbers are away from each other exactly 2 units (2,4,6,8...) If you let n be the first one, then the second side must be n+2, and the hypothenuse (greatest side) has to be 2 units away from the n+2, so hypothenuse is n+4
triple of consecutive integers is eg: 1,2,3 or 6,7,8. But they must be also even. So it can be e.g. 2, 4, 6. or 10, 12, 14
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Why is the area of this square 16r not 16r^2 as 4r X 4r = 16r^2
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how do you find the derivative of ln(x) given using the fact that e^x and ln(x) are inverses?
basically f(x) = e^x and g(x) = ln(x) and f(x) = g^-1 (x)
I thought that all you do is 1/ d/dx(g^-1(x))
in other words, 1/ d/dx(f'(x))
which is = to 1/ e^x
but this isn't the derivative of g(x)
because g'(x) = 1/x not 1/e^x
do you know how to do implicit differentiation
I think you're missing a piece of this formula
$\frac{d}{dx} f^{-1}(x) = \frac{1}{f'[f^{-1}(x)]}$
ye
tatpoj
you were just doing d/dx f in the denominator
OH
so its
1/f'(f^-1(x))
which is 1/f'(ln(x))
which is 1/e^ln(x)
and e^ln(x) cancels out to
just x
so its 1/x?
yep
yes
What Nav was saying is a good point though. You don't really need to memorize this formula, it's just implicit differentiation in a different package
thank you 🙏🙏🙏
ℕαv
@hollow portal @daring rock closing this, thanks for the help again
and then differentiate from there
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yep
Np 👍
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how to solve sin(2theta) = 0.882?
problem asks for two angles
I understand to isolate using arcsin, but this only produces one angle, how would I get another angle
@whole temple Has your question been resolved?
whats the domain
for theta
hmm not sure, it's a physics problem so I would assume first quadrant
in degrees ?
yes in degrees
yes
But we are talking about 2 theta
meaning we need to double the domain
so its between 0 and 180
so what was the degrees u got ?
yes
because y is positive?
ok
so Sin is positive
and there is a rule where sintheta = sin(180-theta)
so your second option should be sin(180-61.88)
so the angle should be wat
118.12
So your two angles r 61.88, 118.12 (but this is still 2theta)
so u need to half both angle
then your done
gotcha, it wouldn't involve arcsin? to isolate theta? that's how I solved the first one
Yea
u use arcsin
to find the initial angle of 61.88
but u need to find the angle in the second quadrant too
because the domain is 2theta not theta
okay cool, so the other question it's asking is what additional data would I need to know which angle is the correct one
I'm assuming that it's talking about restricting the domain
here I will upload the question
ok thanks
that's true the range is provided, but if we get the max height would that determine which angle to use?
Well the greater the angle woudln't it reach a greater height
because the vertical component of the velocity will be greater
yes but it wouldn't go as far right?
no
true
just range
if height was includded then that would be too
but for this question range shoiuld be sufficient
since the smaller angle will have a greater horizontal component
I'm confused, so the other angle would be arcsin(180-61.88) / 2?
ok
here i explain
so
if we are talking about two quadrants
like first two
the angles are theta and 180 -theta
i can write a solution if u want
my explanation is probabl ypoor
so need to solve for theta
so this what I did for the first angle,
sin(2theta) = 0.882
2theta = arcsin(0.882)
theta = 1/2 * arcsin(0.882)
so theta = 30.942 degrees
what do u mean
I try to do arcsin(118.12)
yes
u need to know that second quadrant angle is represented by 180 - theta
where theta is the angle in the first quadrant
so for this problem these are the two angles
so for that last question what additional information would allow you to determine definitely which of the two angles was used to produce the data in the table?
but range is already given in the table
and what would be different for the two angles
the horizontal component of velocity, correct?
yes
I believe I understand, it wouldnt be the vertical component because we didn't raise the cannon or anything
thanks! just need to practice more
yep
could you also figure it out if you knew time?
like flight time
which angle to pick I mean
not too sure
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.close
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Help with 3c
,rccw
@solid igloo Has your question been resolved?
absofuckinglutely
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a printing firm charges 35 for printing 600 sheets of headed notepaper and 47 for printing 800 sheets
find a formula, assuming the relationship is linear, for the charge, C, in terms of number of sheets printed, n
so i tried to find out the cost of each headed notepaper
so i did 600/35
which came out to be a decimal around 17
and did the same with 800/47, came out to be a decimal around 17
but those two decimal values were different
so i was kinda stumped there
i remember seeing probably this very problem once before lol
linear does not mean that those ratios must be the same
draw a graph
on the x axis, mark 35 and 47
ok
on the y axis mark 600 and 800 above 35 and 47
draw a line passing through them
find the equation of that line
the thing is though that this way, ud see that the firm charges some amount even when u r not printing anything
but i guess u r to assume that n >= 1
alright
fuck i forgot how to find the linear equation
ok so
rise over run
800/47
uhm no
wat
you are gonna need to find two points on the line like this
like A, B
what two points are u using to find 800/47
oh shit
i was thinking 47 of the length
mbmb
so
800/35
thats the two points
what are
this is also wrong
tell me the coordinates of two points that u know are on the graph
yes one point is (47, 800)
yeah the other (35, 600)
the rise would be the difference in their y coordinates
yes
and run wud be the difference in their x coordinates
yea
yeah u just turn this around
yeah now find the intercept
u know ur line now has the equation y = (50/3)x + b
find b
using the coordinates of a point u know lies on the graph
b is also 50/3
replace the x with n, coz we marked the number of sheets along the x axis
y = (50/3)x + (50/3)
well if u do that and proceed in exactly the same way we did now, u wud find an equation for n in terms of C
the problem is asking you for an equation for C in terms of n
if u do this, you can rearrange the equation you get to find C in terms of n
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How do you simplify the surd sqrt(125)
can you spot any square factors of 125
if it helps you can prime factorise it
25, 5, 15?
if you can spot 25 as a factor, then you can do this
i dont understand the 5sqrt5 part
the square root of 25 is 5 right
yes
just follow the same steps as above - try to split up 8 and 27 into a two factors, one of which is a square
then simplify after, just like we did above
2root(4) ?
no, $2 \sqrt{8} \neq 2 \sqrt{4}$.
Ann
or is it the other way around
2 root 2
Times by 2
So it would be 4 root 2
8 has factors 4 and 2 so u can root the 4 which is two and then keep the factor of two in the root
And multiply everything by two
the solution says 15sqrt(3)
i dont get where the 15 came from
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i need help again
$10a^{\log(a)} = 2a^2$
help
help
nah it's just making the question worse
Take log of both sides, you should get a quadratic in log(a), right?
hmm
log(a)log(10a) = 2log(a)
oh yeah
log(a)[log(10)+log(a)] = 2log(a)
Do you see how we can get here?
no...
wait is log(a) log base a or log base 10 of a?
oh wait i think i get it
ohh we take log_10 from both sides
ok thanks
i get it now
ok another question
what does the | mean?
just notation
x|x = 0
find radius and circumference in terms of A and B ig
this is way too advanced for me 🥲
well do u know how to find radius of circle from equation
like x^2 + y^2 = 25
do you know the radius of the circle that this graph will make
without ax and by
❌
huh
x^2 + y^2 = r^2 yk
what about
i've just learned the equation like last week...
you can use it and put that equation in that form (x-h)^2 + (y-k)^2 = r^2
just complete the square for x and y
seperately
(x - 1/2 a)^2 + (y - 1/2 b)^2 - 1/4 a^2 - 1/4 b^2 + 10 = 0
kinda messy ima just put it on latex
help
$(x - \frac12 a)^2 + (y - \frac12 b)^2 = \frac14 a^2 + \frac14 b^2 + 10$
help
like this?
did i do it right?
$(x - \frac12 a)^2 + (y - \frac12 b)^2 = \frac14 a^2 + \frac14 b^2 - 20$
help
second part it basically this
sick
so i just take the r^2
$\frac14 a^2 + \frac14 b^2 + 10 = 4(\frac14 a^2 + \frac14 b^2 - 20)$
neh
ye
help
realized
u sure
now what
help
positive.
but it say length of the circle
wait ima ask the teacher
W
how to do it if it's talking about the radius tho?
who knows
...
okay
wait... it's a multiple choice
i can just check the answers one by one
wait but how...
oh nvm i think i can
he's confused 👍 👍
great teacher
this is a competition's past paper
so yeah
he said it's probably the radius but he's not sure
ok thanks btw i think i can do it now.
❤️
i can't prove it mathematically, but i can prove it with trial and error
$\sqrt{\frac{A^2}{4} + \frac{B^2}{4} + 10} = 2\sqrt{\frac{A^2}{4} + \frac{B^2}{4} -20}$
dog.
sick
i feel like u need more info or im missing smth
nvm i dont think i can do it
yeah
it failed
trial and error
for the first time
nvm
it's
the
CIRCUMFERENCE
egg
my teacher said circumference
honestly idekhow that helps
yeah
ig we know A^2 + B^2 > 80
so then maybe only one of those answers meet that restriction
this shit gotta get worked out first
come back to me when u got an answer
@proven zephyr Has your question been resolved?
radius!
and
also
my teacher said use the radius formula?
ah nvm he was referring to the equation
he said: find A^2 + B^2
didn't say how....
all he said was simplify
help
and go back to this
ah yes
simplify
very easy to say
i don't get it
<@&286206848099549185>
this is the question
i got to the radius's equation
im an enjoyer of this idea
a^2/4 + b^2/4 + 10 =a^2 + b^2 - 20
30 =3(a^2 + b^2)/4
120 =3(a^2 + b^2)
a^2+b^2 = 40
huh
oh yeahhh
i think i fucked smth u
$\frac{a^2}{4}+\frac{b^2}{4}+10 =a^2+b^2-20$
Skill_Issue
^^
thanks for resending what we already had 👏
a^2/4 + b^2/4 + 10 =a^2 + b^2 - 20
1/4(a^2 + b^2) + 10 = a^2 + b^2 - 20
30 = 3/4 (a^2 + b^2)
like this?
and then just divide
in my oponion latex form is way easier to read and understand
no actually
thats impossible
caue a^2 + b^2 > 80 has to be true
how so?
maybe its circumference after all..
otherwise u get negative in the sqrt
so that circle cant exist
yes
but circumference wont give a nice answer
UGHHh
OH SHIt
this shit
$\frac{a^2}{4}+\frac{b^2}{4}+10 =a^2+b^2-20$
is wrong
dog.
dog.
so then a^2 + b^2 = 90 * 4/3 = 120
so... we got it?
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i got my own satisfaction from solving this problem
it really shouldve of been difficult but the hardest part was the ambiguous wording of the question
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Hello Guys!
How would one restructure the first term to get that solution?
I know that 5^-k = 1/5^k but I dont understand the first part.
Thanks for the help!
they just split it at all the +
Max..
And I can do 2^2 and 2^k instead of 2^2k?
Resulting in:
- 2^k / 4^k = 1/2 ^k
- 3/4^k = 3 x 1/4^k
Max..
yeah nice
Ah lovely...sometimes I feel like an idiot when I stare at it for minutes and cant see it
Thanks guys!
we have all been there bro
have a good day
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any idea how they are converting 20grades 10/27×1000min = 20g 37' 3.7"
when i devide 1000 by 27 i get 37.037
how many minutes is 1 grade
or how many second is 1 grade?
bruh those units are actually so obscure
okay so you want to turn $18^\circ 20'$ into radians if i understood correctly?
Lixera
it says convert 18°20' into centesimal measure that is in grades
ive already done the converting to radians
yeah haven't heard of those in my life surprisingly, i will look them up for a bit and see if i can help
really not sure where you would ever use this stuff, maybe aviation or aeronautics?
oh anytime pff
girl idk either.....
pffft
may i type something here? srry if im interrupting
yea but ig i found it
BROO YOU PUT IT ON THE WRONG EQUATIONNN
ah what is it