User:Kbhole/My sandbox/newpage
http://in.eregnow.com/ticketing/register/pay/confirm/6?tid=678 for registration in conf in India. This will help you while learning wiki
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heading level2 | ===heading level2=== |
heading level3 | ====heading level2==== |
heading level4 | =====heading level2===== |
internal link to another page on the wiki | [[Link to another page]] [[Link|different title]] |
Eternal link link with description |
http://www.test.org> [http://www.test.org Text |
Inter wiki link to french Wikipedia (appear under "languages") |
[[fr:page en francais]] |
Add articla to category "example" | [[Category:Example]] |
horizontal line | ---- |
bullet list | * one * two * three |
numbered list | # one # two # three |
image with alternative text image aligned right with caption Thumnail |
[[image :file.jpg|text]] [image:file.jpg|frame|text]] [image:file.jpg|thumb|text]] |
Download link | [[Media: File.ogg]] |
Include template "Namew" | [[Name]] |
Signature(Link to user page) | - - ~ ~ |
Signature with time stamp | - - ~ ~ ~ ~ |
Redirect to another article | #REDIRECT [[Other article]] |
Source: http://www.wikipedia.org
this is for linking pages
new page
click for my college website http://www.vazecollege.net
Handbook for middle school Technology teachers
New Project
Theory of Measurements
Contents
- Introduction
- Possible error and precision
- Relative error and accuracy
- Significanr digits
- Dropping of a nonsignificant digits
- Rounding of numbers
- Rounding error
- Absolute and relative errors
1. Introduction
To quantify physical quantities, scientists use various devices and thereby quantify physical quantities. However, no physical measurement is ever exact. The accuracy of measurement is limited by the degree of refinement of the instrument and by the skill of the observer.But even with highly skilled observer using most refined instrument, the measurement made will not be exact in absolute sense. This is due to the fact that every observation in a measurement is the outcome of human judgement and it can never be a subject of mathematical exactness. Normally we express these measurements as approximate numbers. We distinguish two measurements 3.2 cm and 3.20 cm. These are the results of measurements using different devices. Secondly, while doing computations with such numbers special care is required. The ratio 32.1 / 12 is expressed as 2.7 and not as 2.68 or 2.675. The number os digits used in measurement have some significance regarding the quality of the measuring instruments.
2. Possible error and precision
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The following table gives examples of the interwiki prefixes that are available on WikiEducator:
Prefix | Destination URL | Usage example | Inter wikilink example |
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wikimedia | http://wikimediafoundation.org/wiki/ | RTENOTITLE | wikimedia:Main Page |
wikinews | http://en.wikinews.org/wiki/ | RTENOTITLE | wikinews:Main Page |
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wiktionary | http://en.wiktionary.org/wiki/ | RTENOTITLE or RTENOTITLE | wiktionary:Main Page or wikt:Main Page |
wikipedia | http://en.wikipedia.org/wiki/ | RTENOTITLE or RTENOTITLE | wikipedia:Main Page or w:Main Page |