One Step Express
June 10th, 2007
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First, let"s start by searching Ebay for One Step Express:
![POLARIOD ONESTEP EXPRESS CAMERAEUC]](http://www.PixelWannabe.com/images/e/360432763321_0.jpg)
![POLARIOD ONESTEP AUTOFOCUS CAMERADIGITAL EXPRESS SYSTEM]EUC]](http://www.PixelWannabe.com/images/e/360433272747_0.jpg)
 Vintage Polaroid One Step Express Intant Film Camera GREEN w WARRANTY  US $14.99
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Question: Pineapple Express or Step Brothers?
I am going to see one of those tomorrow, but I don't know which one is best. Have you seen either? Tell me what one you like.
Thanks
Answer: ive seen pineapple express and i loved it =]
Another excellent place to find One Step Express is on Amazon... They have way more than just books!
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Question: A question with logarithms?I am me and teaching of mathematics I am trying some test questions in the book, I managed all others, but this has me stumped. So here goes. It says, explaining each step claearly express Indeed, all records are at the core 2 to Register (8 * 3 ^ 1 / 2) - 1/3log9/16 Express in the form p + qlog3 where p and q are rational numbers found. I know that the laws of the records, but if you can show every step that would be great. The answer in the back is 13 / 3 - Happy New Year everyone 1/6log3 also
Answer: The first step is to extend the given record using log properties ... we will have to register the first half (8 * 3 ^ 1 / 2) ... log (a * b) = log (a + log) (b) ... identity log [8 * 3 ^ (1 / 2)] = Log3 log8 + ^ (1 / 2) Record a ^ b = b * log a. .. identity log 3 ^ (1 / 2) = (1 / 2) * log 3 log 8 can be rewritten as log 2 ^ 3 ... apply the same identity in use ... now we have ... 3 * log 2 ... a record to base a = 1 and said that all records are to base 2, so ... Base 2 log 2 = 1 log 8 = log 2 ^ 3 = 3 * log 2 = 3 ... so our final Part ... 3 + (1 / 2) log 3 we do Now the second part ... (-1 / 3) registration 9 / 16 log a / b = log a - b log so (-1 / 3) registration 9 / 16 = (-1 / 3) [log 9 - log 16] a Once opened media, we have ... -1 / 3 log 9 + 1 / 3 log 16 -1 / 3 9 log can be re-written as ... -1 / 3 log 3 ^ 2 using the new record a ^ b = b * log to identity and has ... -2 / 3 log 3 1 / 3 log 16 can be rewritten as ... 1 / 3 log 2 ^ 4 ... 4 / 3 log 2 ... but he has said before that log 2 to the base 2 is 1, so 4 / 3 log 2 = 4 / 3 second final of ... 4 / 3 - 2 / 3 3 log put everything back to its original place ... 3 + (1 / 2) log 3 + 4 / 3 - (2 / 3) record 3 3 + 4 / 3 = 13 / 3 1 / 2 log 3 - 2 / 3 log 3 = -1 / 3 6 log ur final answer is 13 / 3 - 1 / 6 3 log ... such problems require manipulation .. . if you know the identity of the registration you can easily manipulate ...
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