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Messages - Danang

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1
Technology, Science & Alt Science / Re: Volume and Area of Sphere
« on: May 01, 2024, 04:36:16 PM »
C = 8 - 4x0.414214 = 6.34314 AKA 2 x 3.17157

2
Technology, Science & Alt Science / Re: Volume and Area of Sphere
« on: May 01, 2024, 04:30:25 PM »
Press The Four Corners as far as 0.414214 each, and You’ll Get 2 Phew AKA Circumference




3
Technology, Science & Alt Science / Re: Volume and Area of Sphere
« on: May 01, 2024, 04:18:49 PM »
When are you gonna debunk my phew as you said before?

9... 8... 7...6...5...  ;D ;D ;D

4
Doing own research, operating own logic, being independent and free, being a human, not a sheep  ;D  ;D ;D

5
Technology, Science & Alt Science / Re: Volume and Area of Sphere
« on: May 01, 2024, 04:23:10 AM »
Quote
What the what?



Hahah
Always fun to see someone discover dananag

Hohoho okay..
By the way, what will happen when people begin to acknowledge Phew?  ;D 8)

6
Technology, Science & Alt Science / Re: Volume and Area of Sphere
« on: May 01, 2024, 04:18:04 AM »
The main idea : if there is straight line, the curved line equals straight line x &.
The rest is simple algebra.

What are you talking about?  What is "Phew"?

A new version of C/D whose value equals 3.17157.

Maybe there's a bit of background that is missing?  Is this a substitute for Pi?  What does it mean?  How can C/D change?

Try 5° and r=25 m. The pi's cord and pi's arc relatively IDENTICAL.
Pi is like a faith without fixed calculation. Instalasi in calculator as predetermined constant. Not different from solar sistem by Copernicus' imagination.
Phew comes up with fixed calculation taken from real circle's numbers.
Such as sin45, 1- cos45, 2sin(45:2).
After calculation, the golden ratio of a circle and straight line is always the same 0.7928932:1 (r=1).

Here they are:
[sin45 + (1-cos45)²] : 1
[(sin45)² + (1-cos45)] : 1
tan(45) + [2sin(45:2)]² : 2
All meet 0.7928932 ratio AKA Phew/4

7
Technology, Science & Alt Science / Re: Volume and Area of Sphere
« on: May 01, 2024, 03:56:04 AM »
you still haven't answered - what is the value of sin(45°) and sin(90°)

So hard I think... Please ask me another question, such as, "Who is Britney Spears?" :((

8
Technology, Science & Alt Science / Re: Volume and Area of Sphere
« on: April 30, 2024, 07:37:41 AM »
The main idea : if there is straight line, the curved line equals straight line x &.
The rest is simple algebra.

What are you talking about?  What is "Phew"?

A new version of C/D whose value equals 3.17157.

9
Technology, Science & Alt Science / Re: Volume and Area of Sphere
« on: April 30, 2024, 04:45:09 AM »
The main idea : if there is straight line, the curved line equals straight line x &.
The rest is simple algebra.

10
Technology, Science & Alt Science / Volume and Area of Sphere
« on: April 30, 2024, 04:24:23 AM »
Here are phew formulas

(1) sV = &³.cV  >> spherical volume = &³ x diameter³
(2) sA = &².cA²  >> spherical area = &² x 6 × side²

& = phew constant AKA (Phew/4) : 1 AKA 0.79289

So the volume of a sphere equals 3.98781 x radius³
And the area of a sphere equals 15.08831 x (0.5 side)² =  15.08831 x radius²

Good luck 

12
 9... 8... 7... 6... 5...  ;D ;D ;D

13
Okay, so what is the value of sin(90°) and sin(45°)?

Jack...


And now you can't provide a straight answer because you realise you will contradict yourself eventually

Jack, please help me answer this 🤔


Lol, retard thinks he can change π without learning trigonometry.

You said you wanna disprove my phew... where's yer post? Where? 🤔

14
Okay, so what is the value of sin(90°) and sin(45°)?

Jack...


And now you can't provide a straight answer because you realise you will contradict yourself eventually

Jack, please help me answer this 🤔

15
Thanks, Jack, for making my day ~

16

Why did you not mention the space length? ;D
Because it is not needed.


"Joke of the Day"  ;D ;D ;D

17
Okay, so what is the value of sin(90°) and sin(45°)?

Jack...

18
Jack, what length is it between upper bound and lower bound?
Okay, I answer: 👉 9.51 cm.

The difference between both 8.7s METERS arc and chord equals 0.27 cm AKA 2.7 MILIMETERS. :o That's pretty identical!
The space between both bound are too big for the difference to afford. 👌

Why did you not mention the space length? ;D

20
Before I can prove you wrong, let me get this straight: you believe that the ration of circumference to diameter is equal to 3.1715?

It is!

21
And I don't think pi proponents would show 5° capculation, in which the chord length and the arc length are relatively IDENTICAL. 🤔

Here you are 👇


22
😃 and again, you refuse to respond the challenge of 5° calculation. Should I show it? ~

23
Can pi geometry do the same as phew geometry?

Jackblack refused to show it.

Okay, I knew you don't dare to present something inapplicable.

24
In short, if the chord is relatively IDENTICAL with arc at, say, 5 ° angle, it means pi is useless. One of joke of the century  ;D

25
Logic first. You cannot measure an arc by staight line.
Under 1000 meters of radius and 1° of angle, two chords: as long as 17 meters and 45 centimeters and 3 milimeters each, with a space of 3.8 centimeters in which an arc stays, the consequence is, the arc becomes longer than both cords.

What are you on and where can I get some?
Jokes aside, since middle school, we've all been taught about π. We were even given an experiment. "Take a thread and wrap it around the circumference of a circle and cut it when you go one full circle. Now take the thread and wrap it around the diameter of the same circle. The thread will cover the diameter a little more than three times." And if you're precise and use a large circle, you'll come close to 3.14. That's it. There's no need for angles and tan and cos and sin chords and whatever mess you have in mind.

Use tape, homade one is okay. Thread is risky to inacurate.
Phew will manifest.

You can calculate everthing by suitable chord length. What you need is just imagination for 1 to 10 meters of chord. Pick angle = 10° or less. Radius 100 to 1000 m.
If you wanna do experiment with tools, that's even better.

26
If danang is a transtemporal being, if a 3D vector were introduced to the 2D sine, what would it be to get his result?

3-1 = 2  ;D

27
Should we wander to various discourses while the basic is being neglegted?

Calculator force you to use imaginery constant called "Pi" along with inacurate trigonometry.

Try 5° angle, with radius 100 m, or anything you wish... and you'll dump Pi right away.

Feel free to post it 👌

28
>> Rectangle, triangle, curved areas

29
Challenge for Pi based calculation:
Can you do the same as Phew?



The ingredients are available on the actual circle:
0.2928932
0.7071067 etc.
and some algebra & phytagoras

What even do you want to achieve here? All you showed is area calculation with Pythagoras theorem. And correct me if I'm wrong, but the area in purple is ≈ 0.2929 and not 0.1465, is it? What even is your STATEMENT? You must have one, right?

The area size of phew is correct. It's (0.2928932x1):2.

The killer point is:
ALL AREAS ON THAT DIAGRAM, EITHER RECTANGLE AND CURVED, MAKE PERFECTLY 2X2=4. AND THERE ARE SIMILARITY OF SIZE BETWEEN CERTAIN AREAS IN THE CIRCLE AND AREAS OUTSIDE THE CIRCLE.

Can pi based measurement do the same? Feel free to show it.

30
You've wrapped your brain up on your own axle.

Show where the circumference of a circle deviates from 2piR in euclidean geometry.

Logic first. You cannot measure an arc by staight line.
Under 1000 meters of radius and 1° of angle, two chords: as long as 17 meters and 45 centimeters and 3 milimeters each, with a space of 3.8 centimeters in which an arc stays, the consequence is, the arc becomes longer than both cords.

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