Hi,
this is our first blog on science, and in fact our first blog all together. Its on a substitute to the octet rule. Hope you enjoy.
The Link: http://www.octetruleflaw.blogspot.com/
Club thinkers
Subscribe to:
Post Comments (Atom)
skip to main |
skip to sidebar
.jpg)
Hello Friend
This blog is dedicated to Science, mostly physics and chemistry, and is the facts presented in the blog are true o the best of my knowledge (though that might just be next to nothing).
Note: For best results plz read from the bottom-up.....
Thank You
About Me
.jpg){kind=small}
- thinkers
- We are just a bunch of schoolboys who like to look at things in a diff. way.
Followers
Blog Archive
Index
This Bog is dedicated to science, along with a little bit of maths. These are the list of posts and articles (from the bottom-up) :
1. Hello (an introduction)
2. The Principle of least energy (an article)
3. Octet Rule Flaw (first article in the side bar)
4. Maths Q... (second article in the side bar)
5. Science: The Beginning..... The Atomic Nucleus
6. Sci Savvy (next article in the side bar)
7. Quarks: The building blocks of atoms
8. Einstein's Greatest Equation
Octet Rule Flaw
Heres the link to the blog mentioned in the post:
Math Q...
A fighter plane is flying in a straight line on a level course to cross the course of a bomber which is also flying on a level course in a straight line. The fighter is at a level 500 meters above the bomber, and their courses cross at an angle of 60 degrees. Both planes are headed toward the crossing at 300 and 200 km/h respectively. At the moment when the fighter is 10km and the bomber 7 km from the crossing point, how rapidly are they approaching one another in a straight line joining the 2 planes?
(taken from the book "calculus for the practical man")
Sci Savvy...
For the Relativity savvy:
The formula to calculate the rate of passage of time for a body moving with velocity v is:
t1 = t0/sqrt. (1 - v^2/c^2)
where,
*t1 is the rate of passage of time for the body/observer at velocity v
*t2 is the rate of passage of time for a stationary observer
*c is the speed of light
No comments:
Post a Comment