# Latest Posts

List of recent posts by all users
myme
@myme

Show me that thats what it is on a tape measure
2023-03-26 18:41:44.794
myme
@myme

Theres the 3.14 part at the front
2023-03-26 18:41:08.736
Grayson Kellogg
@grayson

$\mathit{𝜋}\approx 3.1415926535897932384626433832795028841971693993751058209749445923078164062862089986280348253421170679821$
2023-03-25 05:41:35.052
Grayson Kellogg
@grayson

@myme I don’t quite get your question. Maybe using Math type would make it clearer? You can use math type to write out things like $\mathit{a}\wedge \mathit{b}$ which might look a little clearer.
2023-03-22 14:59:06.535
myme
@myme

@grayson ^ means and
2023-03-22 14:14:56.640
Grayson Kellogg
@grayson

${\mathit{a}}^{{\mathit{b}}^{\mathit{a}\mathit{v}\mathit{b}}}$
2023-03-18 06:23:21.828
myme
@myme

I tried to bake pies for pie day, but the pies could never be measured. I could never get any of the ingredients just right.
2023-03-17 16:48:29.639
myme
@myme

Solve this math: (a^b)^(avb)=?
2023-03-17 16:47:06.711
Grayson Kellogg
@grayson

What is the name of the following Greek letter?
$\mathit{𝛾}$
2023-03-15 03:54:18.232
Grayson Kellogg
@grayson

Happy $\mathit{𝜋}$ day!
2023-03-14 12:57:45.340
myme
@myme

Then how is pi calculable if it was never measured?
2023-03-14 01:09:04.532
Grayson Kellogg
@grayson

How do I evaluate a derivative?
2023-03-10 23:12:47.609
Grayson Kellogg
@grayson

$\mathit{𝜋}$ does exist, but perfect circles cannot be drawn. If you try to draw a “perfect circle,” it will never actually be a perfect circle since the circumference will not be exactly $\mathit{𝜋}\mathit{d}$.
2023-03-07 04:30:40.648
myme
@myme

So if no circle was ever perfectly round, then does pi exist?
2023-03-05 16:09:27.003
Grayson Kellogg
@grayson

@myme By definition, you cannot. Any depictions of a circle, even depictions in textbooks and screens, have slight imperfections. Therefore, there is no true circle in nature since any close circle gets disqualified because it isn't perfectly round.
2023-03-03 04:57:52.989
myme
@myme

Where can i find a true circle in nature?
2023-03-03 03:30:38.815
Grayson Kellogg
@grayson

Why is this so empty?
2023-03-01 15:01:12.206
Grayson Kellogg
@grayson

@myme By definition, a circle is a continuous line made up all the values on a coordinate plane exactly a radius r distance away. If r=3, then any point you can draw that is exactly 3 units away is part of the circle. You can draw an infinite number of points exactly 3 units away so it is represented by a continuous line, forming a circle.
2023-02-27 03:11:37.858
myme
@myme

Can u explain for me the shape of a circle?
2023-02-27 02:36:20.137
Grayson Kellogg
@grayson

How do I use $\int$?
2023-02-23 23:36:39.288
Grayson Kellogg
@grayson

It’s February 22nd! Fun fact: 2 is the only even prime number. Every even number is a multiple of 2, so 2 is, by definition, a prime number.
2023-02-22 19:02:35.650
myme
@myme

@grayson its false even though the amount gets smaller as n increases, it will still increase to infinity.
2023-02-21 01:55:39.685
myme
@myme

@grayson all these symbols and no parenthesis
2023-02-21 01:47:25.580
Grayson Kellogg
@grayson

$\frac{\mathit{𝜋}}{1}+\frac{\mathit{𝜋}}{2}+\frac{\mathit{𝜋}}{3}...$ out to $\frac{\mathit{𝜋}}{\infty }$ should equate to less than $2\mathit{𝜋}$. True or false? Show your work.
——————
#pi #infinity #limits
2023-02-20 04:06:25.051
Grayson Kellogg
@grayson

What is $\sum$ used for in #calculus ?
#sums
2023-02-20 03:54:10.031
Grayson Kellogg
@grayson

The sixth digit of #pi is a 9.
2023-02-19 21:12:37.164
Grayson Kellogg
@grayson

What does the “Proofs” button do? It just brings up a bunch of code. Am I supposed to write my own code? How?
2023-02-19 07:18:20.798
Grayson Kellogg
@grayson

${\mathrm{lim}}_{\mathit{x}\to \infty }\frac{1}{\mathit{x}}=0$
Can I have an example of a limit that doesn’t exist?
2023-02-19 07:13:33.108
Grayson Kellogg
@grayson

@myme
Was this social network livelier when you first joined? It’s empty here.
2023-02-19 07:02:33.213
Grayson Kellogg
@grayson

Over complicating Simple Math
$77+33$
$=70+30+7+3$
$=70·1+30·1+7·1+3·1$
$=70+30+7+3$
$=100+10$
$=10+10+10+10+10+6·10$
$=11·10$
$=10·10+1·10$
$=10·10+10$
$=100+10$
$=110$
2023-02-19 06:57:38.313
myme
@myme

Youre supposed to integrate the formula to get a solution
2023-02-19 06:33:37.518
Grayson Kellogg
@grayson

@myme
Do you know?
2023-02-19 03:33:28.279
Grayson Kellogg
@grayson

Hello World
2023-02-19 03:31:34.817
Grayson Kellogg
@grayson

@myme I don’t quite get what you’re asking me to do. Maybe it would help if you used Math-type? You can press the Sigma button in the bottom left corner to write math equations.
The button looks like this: $\sum$
2023-02-19 03:31:16.827
myme
@myme

2023-02-18 16:27:22.695
Grayson Kellogg
@grayson

@jaxon To find the square root of 25, turn it into an algebra problem so
${\mathit{x}}^{2}=25$
Then, do
$\sqrt{{\mathit{x}}^{2}}=\sqrt{25}$
$\therefore \mathit{x}=5$
$\therefore$The square root of 25 is 5.
2023-02-17 18:09:54.392
Grayson Kellogg
@grayson

The Pythagorean Theorem
${\mathit{a}}^{2}+{\mathit{b}}^{2}={\mathit{c}}^{2}$
2023-02-17 18:03:44.328
myme
@myme

Problem
π
+
(
π
(
1
2
)
)
+
(
π
(
1
3
)
)
+
(
π
(
1
4
)
)
+
(
π
(
1
5
)
)
+
(
π
(
1
6
)
)
+
(
π
(
1
7
)
)
+
(
π
(
1
8
)
)
+
(
π
(
1
9
)
)
+
(
π
(
1
10
)
)
π
+
(
π
(
1
2
)
)
+
(
π
(
1
3
)
)
+
(
π
(
1
4
)
)
+
(
π
(
1
5
)
)
+
(
π
(
1
6
)
)
+
(
π
(
1
7
)
)
+
(
π
(
1
8
)
)
+
(
π
(
1
9
)
)
+
(
π
(
1
10
)
)
Solution
Simplify the expression.
Exact Form:
π
+
π
1
2
+
π
1
3
+
π
1
4
+
π
1
5
+
π
1
6
+
π
1
7
+
π
1
8
+
π
1
9
+
π
1
10
π
+
π
1
2
+
π
1
3
+
π
1
4
+
π
1
5
+
π
1
6
+
π
1
7
+
π
1
8
+
π
1
9
+
π
1
10
Decimal Form:
14.76586784
2023-02-15 14:04:40.958
Grayson Kellogg
@grayson

@myme I don’t think you can.
2023-02-14 15:56:58.583
Grayson Kellogg
@grayson

@erika
“ Six times the sum of a number and 5 is equal to 4.”
We can rewrite this as $6\mathit{x}+5=4.$
We solve this problem by getting the equation to just $\mathit{x}$.
Subtract 5 from both sides.
$\therefore 6\mathit{x}=-1$
Divide by 6 to isolate the x.
$\therefore \mathit{x}=\frac{-1}{6}$
2023-02-13 04:01:25.502
Grayson Kellogg
@grayson

Is anyone even on this platform anymore?
2023-02-12 07:33:08.905
Grayson Kellogg
@grayson

$\mathit{𝜋}+\sqrt{\mathit{𝜋}}+\sqrt[3]{\mathit{𝜋}}+\sqrt[4]{\mathit{𝜋}}...\sqrt[10]{\mathit{𝜋}}=?$
Is there even a definitive solution?
2023-02-12 07:30:42.574
myme
@myme

Sfdx :>> (x^(n+1))/(n+1)
2023-02-11 23:57:26.708
myme
@myme

<a,b> :>> (a||b)
2023-02-11 23:56:22.879
Grayson Kellogg
@grayson

By “these,” I meant the triangular parentheses. They look good, but I don’t know how to use them.
2023-02-11 02:35:45.494
Grayson Kellogg
@grayson

$⟨\mathit{W}\mathit{h}\mathit{a}\mathit{t}␣\mathit{a}\mathit{r}\mathit{e}␣\mathit{t}\mathit{h}\mathit{e}\mathit{s}\mathit{e}␣\mathit{u}\mathit{s}\mathit{e}\mathit{d}␣\mathit{f}\mathit{o}\mathit{r}?〉$
2023-02-11 02:34:56.835
Grayson Kellogg
@grayson

@eta I’ve noticed that too!
2023-02-11 01:28:51.040
Grayson Kellogg
@grayson

${\mathrm{log}}_{2}64=6$
2023-02-11 00:30:58.226
Grayson Kellogg
@grayson

How do I use an integral? I’ve tried, and all I’ve seen is that ${\int }_{\mathit{l}}^{\mathit{h}}=\mathit{h}-\mathit{l}$.
2023-02-10 04:52:55.795
Grayson Kellogg
@grayson

How do I use $\sum$ and $\prod$?
2023-02-10 00:00:04.539
myme
@myme

How do u unlike on here
2023-02-09 01:27:52.550
myme
@myme

I c thisthing runs coq, can they get it to run matlab, or js, or py?
2023-02-09 01:26:38.780
myme
@myme

Did anyone ever get this problem which looks right on paper, but when u try to graph it its wrong?
2023-02-09 01:25:28.245
myme
@myme

tan(1-tan(x+n))
2023-02-06 23:28:24.346
myme
@myme

Beats writing squiggles
2023-02-06 20:17:31.828
myme
@myme

Prefer to just code the math
2023-02-06 20:17:21.569
myme
@myme

Hey
2023-02-06 20:17:10.779
James Smile
@jamessmile

Guys can we get rid of $\mathit{𝜉}$?? Worst letter. Wasted years of my life writing all 3 squiggles.
2023-02-02 04:52:08.478
James Smile
@jamessmile

Let’s take this baby from 0 to 60 nice and smooth: $\mathit{y}=$30(1$+\mathrm{tanh}$ $\mathit{x}$)
2023-01-29 09:09:05.999
andre jose resek
@andreresek

$\mathrm{cos}$
2022-11-12 18:16:07.031
Tasneem Mohamud
@tasnim

Plz help that question
2022-11-10 07:41:31.034
Tasneem Mohamud
@tasnim

Started in business with £750 cash
2022-11-10 07:40:47.445
Mike Mo
@lgmulti

@tobio $3×20=60$
2022-10-26 22:29:59.413
Akeelah Moore
@tobio

Jayden works for 3 hours every week. If he works for 20 weeks, how many hours did he work for?
2022-10-24 23:32:24.690
Norsagonia
@norsa

2022-09-22 18:43:34.604

,$\mathit{x}{\mathit{x}7}^{7}$
2022-09-16 18:12:45.652
SH
@sun

$\left(3\mathit{x}+1\right)$$\left(\mathit{x}-1\right)=0$
2022-08-31 13:57:13.094
SH
@sun

$\mathit{\Delta }\mathit{A}\mathit{B}\mathit{C}\cong \mathit{\Delta }\mathit{B}\mathit{C}\mathit{D}$
2022-08-22 06:49:02.339
Promise Live
@promiselive

X³sin(x)
Using product rule
Vdu-udv
X³sin(x)
2022-07-04 10:04:16.527
Niroshan
@niroshan

solve the following equation
$\mathit{f}$($\mathit{x}$)$=\mathit{x}²+3\mathit{x}+1=0$
2022-07-01 06:57:24.980
myme
@myme

Hello
2022-06-20 06:15:58.864
myme
@myme

Hello
2022-06-20 06:15:35.316
@georgy

$\frac{\mathit{a}+\mathrm{lg}\mathit{𝜀}}{{\mathit{Β}}^{∟}}$
2022-06-14 11:12:17.947
musicamatician
@jerryfree4all

${{\stackrel{̅}{\mathrm{arcsin}\mathrm{coth}\mathrm{det}}}_{\mathit{g}\mathit{j}\mathit{j}\mathit{b}}}_{\mathit{h}}\mathit{h}$
2022-05-07 22:40:59.430
Alassane Ba
@samba

Dujgx
2022-04-22 05:17:38.909
Alassane Ba
@samba

$\mathit{\Psi }\mathit{𝛼}\mathit{𝜉}$
2022-04-21 23:16:12.508
Tommy Chow
@tommyccy

${\mathit{b}}^{2}-4\mathit{a}\mathit{c}$
2022-04-01 23:42:42.114
Vi Live
@cup

2+2+0===4
2022-04-01 02:30:28.415
Vi Live
@cup

Mathematics
2022-03-31 22:51:12.624
Vi Live
@cup

3+4+45=52
2022-03-31 22:50:04.087
Vi Live
@cup

I hope this is right
2022-03-31 20:40:06.996
Vi Live
@cup

1233423<3=1233423
2022-03-31 20:31:40.847
Dala
@isaac

U=2x+2y
2022-03-25 12:13:11.286
Saorey
@saorey

$\int \mathrm{sin}\mathit{x}\mathit{d}\mathit{x}=-\mathrm{cos}\mathit{x}+\mathit{c}$
2022-03-08 05:42:06.035
Saorey
@saorey

Can anyone help me to solve
$\int {\mathrm{tan}}^{\mathit{n}}\mathit{x}\mathit{d}\mathit{x}?$
2022-03-08 05:37:13.121
Saorey
@saorey

${\mathit{x}}^{2}-2\mathit{x}+3=0$
2022-03-08 05:26:01.414
Saorey
@saorey

$\sqrt{\mathit{x}\mathit{𝛽}}$
2022-03-08 05:24:49.421
Ayesha
@doglover

@buddy Hi, are you an expert in dilating functions?
2022-02-28 15:44:18.937
John Lawson
@buddy

1
2022-02-26 17:51:02.797
@arko

a n=2^n+2a n-1
2022-02-22 23:34:41.885
Ye Byoungwoo
@mokgok

$\mathit{p}$
2022-01-12 21:23:26.812
UweH
@uwe

$\mathit{M}=\frac{\mathit{P}×60}{2\mathit{𝜋}\mathit{n}};\mathit{M}=\mathit{D}\mathit{r}\mathit{e}\mathit{h}\mathit{m}\mathit{o}\mathit{m}\mathit{e}\mathit{n}\mathit{t}$ in Newton
2021-12-30 13:53:03.902
Awudu Salia
@galaxy

$\mathrm{log}{\mathrm{cot}}_{\mathrm{arg}}$
2021-12-24 10:52:32.895
Chipo Shantel Muza
@shantimuza

4x + y + 3z = 8
2021-12-22 19:51:31.939
Alvarez Rodriguez
@luis

$\frac{12×8}{4×2}=\frac{12×8}{8}$
2021-12-18 07:01:42.185
Errika
@erika

Six times the sum of a number and 5 is equal to 4
2021-12-14 23:12:34.341
Anthony Paul Bastien
@anthony1bastien

Platform is-[5]-1475000032406
2021-12-14 20:43:04.630
Alvarez Rodriguez
@luis

$\sqrt[2]{\mathit{p}}-\sqrt[2]{\mathit{q}}=\sqrt[2]{15}$
2021-12-11 17:21:49.921
Anthony Paul Bastien
@anthony1bastien

Outcome beneficially $\sqrt[\mathit{\Xi }]{\mathit{𝜆}\mathit{𝛾}\stackrel{?}{=}\between \not\equiv ≔⋼⫘⫗⫖}$
2021-12-07 09:33:29.807
Anthony Paul Bastien
@anthony1bastien

$\mathit{e}\mathrm{Pr}\stackrel{\star}{=}\exists 5∯⨀\oint ⨒⨓⨘⨗$
2021-12-07 09:31:42.389