Search results
Dec 2, 2016 · There are some other Properties for 137 137 in Wikipedia. I found another Properties such that 137 =27 +23 + 1 137 = 2 7 + 2 3 + 1 or the only way to write the number 137 137 as a summation of two square numbers is 137 =42 +112 137 = 4 2 + 11 2. thanks for your advice and suggestions. Edit: After reading comments and answers, I want to suggest ...
Oct 15, 2018 · I want to show that if we are given a 4 4 -digit number and "double" it, the 8 8 -digit number that we become is divided by 137 137. How can we show this? Could you give me a hint? We have to find what the number that we get is equal to modulo 137 137 . But how can we get such an info?
Sep 12, 2019 · A mythical question about the fine-structure constant inverse approximation, 137, and the telephone number for information, 411.
Aug 6, 2015 · Exponential Decay Question: The Half-Life of Cesium-137 is 30 Years. Suppose We Have a 100-mg Sample.
How do you compute large modular arithmetic such as 8128 mod 100 or 10111 mod 137 or 3100 mod 17? I know that one way is repeated squaring. For the first one, my book says 16, for the second 96, and third 13. It gives the answers but does not show how to do any of the three, the procedure, or even a example. If anyone could show me how the answers are derived, that would be wonderful!!
Oct 26, 2020 · So far so good, but note that −5 ≡ 6 mod 11 − 5 ≡ 6 mod 11 to find r r with 0 ≤ r ≤ 10 0 ≤ r ≤ 10.
Aug 24, 2019 · I read in books and online that you can break the modulo 19043 to its factors such that it is modulo 137 and 139 as (modulo (137*139)) is (modulo 19043). I tried something like this...
Picard's little theorem says that If there exist two complex numbers a, b such that f: C → C ∖ {a, b} is holomorphic then f is constant. I am interested in proofs for this theorem. Until now I found at least two, one in W. Rudin's Real and Complex Analysis and another one in S. Krantz, Geometric Function Theory. Both of them need some preparation before someone not very advanced in Complex ...
Jan 3, 2018 · How to find the remainder when 13! 7! 13! 7! is divided by 17 17? I started with Wilson's Theorem which states that every prime p p divides (p − 1)! + 1 (p − 1)! + 1. That is (p − 1)! = −1mod(p) (p − 1)! = − 1 m o d (p). 16! = −1mod(17) 16! = − 1 m o d (17) Kindly help me how to get to 13! 7! 13! 7!.
Oct 27, 2017 · I am really confused about rounding number to the nearest 5, i was practicing bounds gcse questions and I had a question saying that 135 was rounded to nearest 5m, find the upper and lower bounds. I thought it was going to be 136.5 until my friend told me it was 137.5, I got really confused. Can someone explain how this works?
