Ok...so here's what I figured out. It's not a monumental discovery, but it's certainly not been introduced. I've searched online and haven't found anything like it...so here it goes.

I developed a formula involved in creating a graph by hand that makes plotting points, maximizing the use of your window, or developing a good interval easier.

-What? Graphing is already easy Kyle! You're useless!

Well what happens when you're graphing values like .5338267 or fractions like (61/53) on an axis with an interval that counts by another ugly decimal like .43?

-That's stupid, why would I use dumb numbers like that?

Not every graph you make is going to have pretty, round numbers. It's not uncommon that I find myself struggling to find the appropriate place on a graph for a certain point I'm trying to plot, so I'm guessing that other people have this problem too. Also, this equation I'm going to show you has other equations that can be derived from it, allowing you to maximize your window or develop a useful interval to count by.

So here's the set-up:

You have a value you want to graph, we'll call this (A). We'll assign (A) some value. How about 1.367.

You have some interval on some axis, we'll say that we're counting by .5328 on the x-axis. We'll label this interval (X)

There is then some sub-interval between the interval, or the number of boxes between each interval. This is going to be called (Z). We'll say that (Z) is 3 boxes long.

Now, who would easily be able to find the accurate location of this point on the x-axis in a timely fashion? Not many people, I'd assume.

So, here's what I came up with:

Take (A), we'll just say that (A) is some measurement of time in seconds. So we have 1.367 seconds.

Now divide (A) by the interval you're using, (X). (X) increases .5328 seconds every 3 boxes, also known as (Z).

So we have:

(A/X) or (1.367sec./0.5328sec.)

This value has no unit now, because seconds over seconds cancels out. We're left with 2.565690691 with no units.

Now take this value and multiply by (Z), number of boxes.

2.565690691 * 3 boxes = 7.697 boxes

You know know the precise location of point (A) on the x-axis with some interval (X) and some sub-interval (Z).

Now some people that are educated might argue that there doesn't have to be a sub-interval, in which case you're right. If you're going to mark every value on the x-axis then your sub-interval is going to be 1 and the original interval is going to be smaller. So if we took our (X) from the example above and divided it by 3 (Z) we could eliminate the sub-interval. But typically, people don't mark every value on the x-axis, and instead skip boxes, creating a larger interval and sub-interval.

For those that don't follow my words, here's a pretty picture from MS Paint:

**Note: Counting the boxes will actually make the graph inaccurate, instead count each line of demarcation from the origin.

I developed a formula involved in creating a graph by hand that makes plotting points, maximizing the use of your window, or developing a good interval easier.

-What? Graphing is already easy Kyle! You're useless!

Well what happens when you're graphing values like .5338267 or fractions like (61/53) on an axis with an interval that counts by another ugly decimal like .43?

-That's stupid, why would I use dumb numbers like that?

Not every graph you make is going to have pretty, round numbers. It's not uncommon that I find myself struggling to find the appropriate place on a graph for a certain point I'm trying to plot, so I'm guessing that other people have this problem too. Also, this equation I'm going to show you has other equations that can be derived from it, allowing you to maximize your window or develop a useful interval to count by.

So here's the set-up:

You have a value you want to graph, we'll call this (A). We'll assign (A) some value. How about 1.367.

You have some interval on some axis, we'll say that we're counting by .5328 on the x-axis. We'll label this interval (X)

There is then some sub-interval between the interval, or the number of boxes between each interval. This is going to be called (Z). We'll say that (Z) is 3 boxes long.

Now, who would easily be able to find the accurate location of this point on the x-axis in a timely fashion? Not many people, I'd assume.

So, here's what I came up with:

Take (A), we'll just say that (A) is some measurement of time in seconds. So we have 1.367 seconds.

Now divide (A) by the interval you're using, (X). (X) increases .5328 seconds every 3 boxes, also known as (Z).

So we have:

(A/X) or (1.367sec./0.5328sec.)

This value has no unit now, because seconds over seconds cancels out. We're left with 2.565690691 with no units.

Now take this value and multiply by (Z), number of boxes.

2.565690691 * 3 boxes = 7.697 boxes

You know know the precise location of point (A) on the x-axis with some interval (X) and some sub-interval (Z).

Now some people that are educated might argue that there doesn't have to be a sub-interval, in which case you're right. If you're going to mark every value on the x-axis then your sub-interval is going to be 1 and the original interval is going to be smaller. So if we took our (X) from the example above and divided it by 3 (Z) we could eliminate the sub-interval. But typically, people don't mark every value on the x-axis, and instead skip boxes, creating a larger interval and sub-interval.

For those that don't follow my words, here's a pretty picture from MS Paint:

**Note: Counting the boxes will actually make the graph inaccurate, instead count each line of demarcation from the origin.

Edited at Thu Apr 3, 2008 9:16:12 PM

Dude Lightning

Good luck. Patents take years to get and are expensive.

It better not have anything to do with software or business methods. I will hate you for both.

It better not have anything to do with software or business methods. I will hate you for both.

2014 is going to be a good year. More content, more streamlining. Be a part of history!

Sorry, KHo. Your idea is not novel. Unless I'm reading it wrong, graphing with intervals has been done, killed, reborn and then kill again.

That and your signature is gross.

That and your signature is gross.

2014 is going to be a good year. More content, more streamlining. Be a part of history!

I don't think you're understanding the purpose of this method, and how it functions.

Dude Lightning

This is a function that allows you to precisely locate points on a graph. It's especially useful when you're graphing irregular numbers, like the example I gave. Instead of trying to guess where it goes, and plotting a possibly inaccurate data point, you can use my formula to find exactly where it should be drawn.

Dude Lightning

Okay, but I don't see how it is novel?

It looks like your just using an interval and such for finding exactness.

Points on a graph aren't exactly exact, it needs to be exact to a particular scale and that it what your function is basically doing.

It looks like your just using an interval and such for finding exactness.

Points on a graph aren't exactly exact, it needs to be exact to a particular scale and that it what your function is basically doing.

2014 is going to be a good year. More content, more streamlining. Be a part of history!

I'm drunk. Therefore, I will meet this thread tomorrow.

Dude Lightning

Wow this thread makes me feel dumb i have no idea of what you guys are talking about but oh well

Hey guyz I'm eating M and M's!!!!

(하 하) 하루 종일 (니) 니 생각 (뿐이야) 뿐이야 (뿐이야) 뿐이야

(하 하) 하루 종일 (니) 니 생각 (뿐이야) 뿐이야 (뿐이야) 뿐이야

(하 하) 하루 종일 (니) 니 생각 (뿐이야) 뿐이야 (뿐이야) 뿐이야

Page:
[1]

- Kingston HyperX Cloud 2 Pro Gaming Headset Unboxing
- Synology DS415+ Unboxing
- D-Link DCS-5020L Wireless IP Pan/Tilt IP Camera
- Actiontec WiFi Powerline Network Extender Kit Unboxing
- Durovis Dive Unboxing
- Bass Egg Verb Unboxing
- Welcome to the new server
- Gmail Gets Optional Preview Pane
- HBO Go on Consoles
- HP Touchpad Update

- Linksys Wemo Smart Home Suite
- Fully Jarvis Adjustable Standing Desk
- HyperX Alloy Elite Mechanical Gaming Keyboard
- HyperX Pulsefire FPS Gaming Mouse
- WORX SD SemiAutomatic Driver
- Cherry MX Board 3.0 (Red)
- TP-Link Smart Home Suite
- FLIR One (Second Gen)
- D-Link DCS-2530L Full HD 180 Degree WiFi Camera
- HyperX Alloy FPS Mechanical Gaming Keyboard

- Linksys Wemo Smart Home Suite at ASE Labs
- Crucial Ballistix Smart Tracer 6GB PC3-12800 BL3KIT25664ST1608OB at HardwareLogic
- I have Returned.
- Evercool Royal NP-901 Notebook Cooler at ASE Labs
- Fully Jarvis Adjustable Standing Desk at ASE Labs
- Veebeam HD at ASE Labs
- NY Man Pleads Guilty To Selling Copyrighted Goods at ASE Labs
- Arctic M571-L Gaming Laser Mouse at ASE Labs
- AirLink101 SkyIPCam777W at ASE Labs
- Sans Digital TR5UTP 5-Bay RAID Tower at HardwareLogic
- Antec Six Hundred v2 Gaming Case at HardwareLogic
- Arctic Sound P531 USB Gaming Headset at ASE Labs
- Cooler Master Storm SF-19 Strike Force Notebook Cooler at ASE Labs
- HyperX Pulsefire FPS Gaming Mouse at ASE Labs
- WORX SD SemiAutomatic Driver at ASE Labs
- Cherry MX Board 3.0 (Red) at ASE Labs

- Branch Announces the Mobile Industry's First People-based Attribution Engine
- Epson Expands its WorkForce Wide-Format Printer Series, Powered by PrecisionCore
- 5,000,000 CHP Tokens Released for Free in CoinPoker Tournaments
- Streamline Portable Consumer Designs with Maxim's MAX14748 15W USB Type-C Charger
- Guns of Boom Announces eSports PRO Play Mode with NaVi, Virtus.pro and SK Gaming, Reaches 20 Million Player Milestone
- Life Care Services Selects SS&C for Employee Benefits Data Delivery
- =?UTF-8?Q?Satisfi_Labs_&_Mall_of_America=C2=AE_Lau?= =?UTF-8?Q?nch_Location-Based_AI_Retail_Chatbot?=
- Sharp Becomes First MFP Provider Working With Alexa for Business to Enhance Technology in the Workplace
- FlowPlay Completes Major Cross-Platform Overhaul, Transitions 1.4 Million Lines of Code to Haxe for Vegas World Relaunch
- TERiX Expands Support Capabilities in South America

© 2010 Aron Schatz (ASE Publishing) [Queries: 17 (9 Cached)] [Rows: 370 Fetched: 65] [Page Generation time: 0.039983987808228]