Robots, Monsters & Space Toys

Wanted Psr

Wanted Psr
Wanted Psr

eBay Logo  

MOST WANTED DAIKU-MARYU PSR-002 GAIKING JUMBO MACHINDER


MOST
Wanted Daiku-Maryu Psr-002 Gaiking Jumbo MACHINDER


$65.00


MOST WANTED DAIKU-MARYU PSR-003 GAIKING THR GREAT JUMBO machinder 43cm tall


Most Wanted DAIKU-MARYU PSR-003 GAIKING THR GREAT Jumbo Machinder 43cm tall


$70.00


MOST WANTED PSR-005 DANCOUGA VINYL JUMBO MACHINDER


MOST WANTED PSR-005
Dancouga Vinyl JUMBO MACHINDER


$110.00


MOST WANTED PSR-004 GOD GRAVION VINYL JUMBO MACHINDER


MOST WANTED PSR-004 GOD GRAVION
Vinyl Jumbo MACHINDER


$50.00


MOST WANTED PSR-004 GOD GRAVION VINYL JUMBO MACHINDER


MOST WANTED PSR-004 GOD GRAVION VINYL JUMBO MACHINDER


$50.00


MOST WANTED DAIKU-MARYU PSR 002 GAIKING BOXSET


MOST WANTED DAIKU-MARYU PSR 002 GAIKING BOXSET


$39.99


PSR 1937 + or-21 rotates once every 806 448 872 1557 75 + or-3 ms, when the tail + o-indicates the uncertainty

in the last decimal place (that does not mean + or-3 ms. a) How can the rotation of PSR are made at 7.00 days b) how Thim Talke What is the push to turn exactly one million times c) What is the uncertainty? I really need help in this pleace to show me how to get the correct answer is not just the answer. I understand that there is a response to it.

There are 24 * 60 * 60 * 1000 ms in a day. Divide this number by 1.557 806 448 872 75 For the nominal number of revolutions in a day. Then repeat the division of upper and lower limits of uncertainty, 1,557 78 806 448 872 806 448 872 1557 72. The difference between these numbers and the number face is the uncertainty in the result. The time it takes the press to turn 1,000,000 times 1,000,000 times is 1557 806 448 872 75 (ms), which is the nominal value. Again multiply one million by the upper and lower limits of uncertainty, 1,557 78 806 448 872 806 448 872 1557 73, and find the differences of the nominal value for the uncertainty in response.

Share and Enjoy:
  • Print
  • Digg
  • Sphinn
  • del.icio.us
  • Facebook
  • Mixx
  • Google Bookmarks
  • Blogplay

This entry was posted on Friday, November 5th, 2010 at 7:26 am and is filed under Uncategorized. You can follow any responses to this entry through the RSS 2.0 feed. You can leave a response, or trackback from your own site.

Leave a Reply

You must be logged in to post a comment.