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a padovan string p(n) for a natural number n is defined as p(0)=''x'' p(1)=''y'' p(2)=''z'' p(n)=p(n-2)+p(n-3),n>2
Define the Logical Operators in c language? The Logical operators deals with the ways the relationships are able to connected. C has the following three logical operators
WAP TO PRINT NUMBERS FROM 1-50 WHICH ARE DIVIDED BY 7 void main () { int a; clrscr (); a=1; while (a { if (a%7==0) printf ("%d\n",a); a++; } ge
Read numbers form user and place them in array: Program is to read a group numbers of numbers form user and place them in array type of float and sort them void sort(floa
Ba s i c r u l e s o f C + + p r o g r a m : · I t m u s t h a v e o n l y o n e m a i n f u n c ti o n ·
how to decode a number from mobile keypad
Given an integer n and a permutation of numbers 1, 2 ... , n-1, n write a program to print the permutation that lexicographically precedes the given input permutation. If the given
Write a program to find the area under the curve y = f(x) between x = a and x = b, integrate y = f(x) between the limits of a and b. The area under a curve between two points can b
Define Bitwise Left Shift and Right Shift Operators: >? The bitwise shift operators shift their first operand right (>>) or left ( // Illustration of the bitwise right shi
Program to define an array in c: Write a program to define an array and print the value of array. void main() { int a[10]={0,11,21,34,44,75,46,57,88,89},i,j,k; clr
Board ColoringProblem DescriptionIn this problem you are given a board in which some of the elements are placed as shown in diagram below. Each element represents a color.Fill the other elements in the board, such that none of the adjacent elements (vertically, horizontally and diagonally) should be of the same color.Find out the minimum number of colors that should be used to fill the blank spaces in the board, so that the above condition is met.Color representation is -: 0, 1, 2, 3, 4, 5, 6, 7…………………….There is sample board: For Example:Given Board :The matrix representation of board is :[ _ 1 _ _ ][ 2 _ _ _ ][ _ _ 2 _ ][ 2 _ _ _ ]In the above example the blank space is represented by ''_'' .The minimum number of colors needed to fill the board in the example is 4.Instruction to work with Open PBT Client: Specify the work directory path in the ''Work Directory Path'' field. The path should correspond to your solution project directory. Download the support files by clicking the Get Dev Files. You will find the following three folders: bin src lib in your work directory. Code the solution in . java file inside the src folder All required files will be downloaded to your work directory. Creating additional files is strongly discouraged. Step 1:In your solution file: Implement your logic in public int color(char[][] board) in class BoardColoring . char[][] board : board is 2 dimensional matrix of order M X M where M = 4. You can create more methods but, do it in the same class.Step 2:In your solution keep in mind the following constraints. In this problem you have to write a program to find the minimum no of colors to fill a board where some of the elements of different color are already placed. Method color() will take 2 D board as a input. Method color() will return minimum no of colors which can fill the board with given condition. The board should be a 2-dimensional M X M matrix, where M =4 otherwise return 0 Fill the other elements in the board, such that none of the adjacent elements (vertically, horizontally and diagonally) should be of the same color. The Prototype of the method is:public int color(char[][] board).This method takes following arguments. board is 2 dimensional matrix of order M X M where M = 4. This method returns minimum no of color by which board can be filled.The constraints are: The board should be a 2-dimensional M X M matrix, where M =4 otherwise return 0 Fill the other elements in the board, such that none of the adjacent elements (vertically, horizontally and diagonally) should be of the same color. Example 1Input : { 2 0 _ 1 }{ _ 1 _ _ }{ _ 2 _ 0 }{ _ _ _ 1 }Output : 5Explanation:We need a minimum 5 different colors to complete the board.Example 2Input : { 2 0 _ 1 3}{ _ 1 _ _ 2}{ _ 2 _ 0 1}{ _ _ _ 1 2}{ _ _ _ _ 0}Output : 0Explanation:Size of the board is greater than 4X4.Example 3Input : { _ 0 }{ 1 _ }Output : 0Explanation:Size of the board is less than 4X4.For Java solutionsPackage Name : test.boardcoloringFile Name : BoardColoring.javaClass Name : BoardColoringMethod Names : public int color(char[][] board)
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