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1. Dene a function chomp :: String -> String that selects a run of repeated characters from the start of a string with the run being as long as possible.
For example
chomp "aaaaaabbbbcccc" = "aaaaaa"chomp "ddddddddddddd" = "ddddddddddddd"
2. Using chomp, dene a functionruns :: String -> [String ]that splits a string into a list of runs of repeated characters, with each run comprising at most nine characters. For example:runs "aaaaaabbbbcccc" = ["aaaaaa", "bbbb", "cccc"]runs "ddddddddddddd" = ["ddddddddd", "dddd"]
3.Dene a functionflatten :: [(Char, Int)] -> Stringthat attens a list of pairs of characters and digits to a string. For example:flatten [(a, 5), (b, 4), (c, 2)] = "a5b4c2"flatten [(d, 9), (d, 3)] = "d9d3"
superposition of two waves
- But with less features and more user-friendly (particularly for non-tech savvy users). - Software needed having a left menu with links (no pictures required) for every hardwar
#include stdio.h> #include conio.h> #include string.h> void main() { char a[50],b[25][25],l[25],temp1; int i=0,j=0,k=0,l1[25],c=0,c1=0,t=
C program to Print Fibonacci series upto n using recursion: int fibo(long int); void main() { long int a=0,n; printf ("how many term
Define the Data Type Modifiers in C language? There are three data types(int, float & double) above have the following modifiers. 1. short 2. long 3. signed 4. unsigned
direction[] = {L,R,R,L,L,R,R,R,R,L,Z} length[]= {2,2,1,1,1,2,5,2,2,3,1}
C Program for FIND EVEN & ODD NO.S IN THE ARRAY #include stdio.h> #include string.h> #include conio.h> void main() { int i=0,j=0, l_e[100],l_o[100];
my program does not run more than 9 iterations when ever i want to iterate more than 100 iterations. what is the reason and how to tackle?
A function REPAT is specified below. Function REPAT(c in Char, i in Int, s in mString) return in mString pre 1 ≤ i ≤ the length of s. post The returned value is a string identic
C Coding 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 be found
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