Toggle navigation
QuickGrid
Menu
ALgorithms
Theory of computation
Compiler
Tutorials
Android
Projects
C/C++
JAVA
UVA
Index
About
Submit
Tuesday, January 17, 2017
Showing that sum, $ \small 2^k - 2^{k-1} + 2^{k-2} + ..... + (-1)^k 2^0 = \frac{2^{k+1} + (-1)^k}{3} $
January 17, 2017
mathematics
,
series sum proof
Subscribe to:
Posts (Atom)
POPULAR POSTS
Statistics Arithmetic Mean Regular, Deviation and Coding Method Formula derivation
8086 Assembly Diamond Print in Console using Loop Explained Code
Converting MNIST Handwritten Digits Dataset into CSV with Sorting and Extracting Labels and Features into Different CSV using Python
Computer Networking Cyclic Redundancy Check CRC Modulo 2 Arithmetic, Polynomial Division
Database JSP Web Application Show Data Intellij Idea Glassfish and Mysql Java Connector
8086 Assembly Even Odd Checking Code Explanation Line by Line
C++ STL Implementaion, Represeantion and Explantion of Weighted, Unweighted, Directed and Undirected Graph
Creating a Simple Compiler Symbol Table using Hashing C++ and Explanation
Python Sub Process Local Psi Blast PSSM Generation from FASTA in Directory using Uniref50 Database in Pycharm
Database Ajax Instant Search and Show Suggestions JQuery, PHP, MySQL Tutorial
BLOG ARCHIVE
►
2019
(3)
►
December
(1)
►
September
(1)
►
July
(1)
►
2018
(4)
►
October
(3)
►
September
(1)
▼
2017
(5)
►
May
(4)
▼
January
(1)
Showing that sum, $ \small 2^k - 2^{k-1} + 2^{k-2}...
►
2016
(63)
►
December
(4)
►
October
(3)
►
September
(4)
►
August
(12)
►
July
(7)
►
June
(2)
►
May
(4)
►
April
(16)
►
March
(11)