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/* When the given problem is to find number number of trailing zeros of the factorial, one is not required to | |
find out the factorial. | |
Statement : factorial(5) = 120 = 1*2*3*4*5 | |
factorial(4) = 24 = 1*2*3*4 | |
if it is observed the occurance of 5 or multiples of five is in direct proportion to number of trailing zeros | |
If however, expression contains powers of 5, then the trailing zeros increasing with power of 5. | |
factorial(25) = 1*...5*..10..*15*..20*..25 | |
As expected number of trailing zero in above is expected to be 5, but since 25 is 5 power 2, it adds another zero | |
hence final count is 6. | |
*/ |
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/*Number with dual Cube Sums | |
TwoCubeSums | |
which checks if a given number can be written as the sum of two cubes in two different ways: n = a³+b³ = c³+d³. All the numbers a, b, c and d should be different and greater than 0. | |
e.g. 1729 = 9³+10³ = 1³+12³. | |
*/ | |
public class CubeSumsClass { | |
public static boolean hasTwoCubeSums(int n){ | |
int checker = 0; | |
for (int i = 0; i <=(int)Math.pow(n,1.0/3.0); i++) { |
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/* | |
89 is a unique number and searching similar others | |
The number 89 is the first integer with more than one digit that fulfills the property partially introduced below: | |
example | |
89 = 8^1 + 9^2 | |
135 = 1^1 + 3^2 + 5^3 | |
The sum of each digit when raised to its position value equals the former number | |
A range is given and all those numbers with above property is collected. | |
*/ |
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/* | |
One of the easiest ways to check if a number after it comes back from some function is an Integer or not is to check its remainder with 1. eg. | |
if(Number % 1 == 0){ | |
print "this is a perfect integer"} | |
else{ | |
print "this is a real number with decimal places"} |
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# Built application files | |
/*/build/ | |
# Crashlytics configuations | |
com_crashlytics_export_strings.xml | |
# Local configuration file (sdk path, etc) | |
local.properties | |
# Gradle generated files |
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public class StringUtils { | |
public static boolean isHexNumber(String s) { | |
int cursor; | |
if (s.length() == 0){ | |
return false; | |
} |
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public class Accumul { | |
public static String accum(String s){ | |
StringBuilder stBuild = new StringBuilder(); | |
for(int i = 0; i < s.length(); i++){ | |
for(int j = 0; j <= i; j++) { | |
if (j==0){ | |
stBuild.append(s.toUpperCase().charAt(i)); | |
} | |
else { | |
stBuild.append(s.toLowerCase().charAt(i)); |
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public class Keypad { | |
public static int presses(String phrase){ | |
int noPresses = 0; | |
for(int i = 0 ; i<phrase.length(); i++){ | |
char aToZ = phrase.toUpperCase().charAt(i); | |
if (aToZ == 'A'||aToZ == 'D'||aToZ == 'G'||aToZ == 'J'||aToZ == 'M'||aToZ == 'P'||aToZ == 'T'||aToZ == 'W'||aToZ == '1'||aToZ == ' '||aToZ == '*'||aToZ == '#'){ | |
noPresses = noPresses + 1; | |
System.out.println(noPresses+" 1 = "+aToZ);} | |
else if (aToZ == 'B'||aToZ == 'E'||aToZ == 'H'||aToZ == 'K'||aToZ == 'N'||aToZ == 'Q'||aToZ == 'U'||aToZ == 'X'||aToZ == '0'){ |
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public class NotePassing { | |
public static String decipher (String codedMessage, int key){ | |
char[] charArray = new char[codedMessage.length()]; | |
int[] intArray = new int[codedMessage.length()+1]; | |
for (int r = 0; r < codedMessage.length(); r++){ | |
boolean isUCase = (codedMessage.charAt(r)>=65) && (codedMessage.charAt(r)<=90); | |
boolean isLCase = (codedMessage.charAt(r)>=97) && (codedMessage.charAt(r)<=122); | |
int changedAsci = ((int)codedMessage.charAt(r)) + key; | |
if (isUCase) { |
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/** | |
* This method is for encription of text. | |
* @param s The input text which is to be encrypted | |
* @param shift The initial key value to be executed at the first | |
* letter of the text. | |
* @param incremental The number by which the value of key is increased. | |
* @return The encrypted text is returned. | |
**/ | |
public static String movingShift(String s, int shift, int incremental){ |