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- In C language, write a simple substitution code for an alphabetic string. That is, declare a permutation of the 26 alphabetic characters i.e. char perm[] = “qjczieaungsdfxmphybklortvw” Now, given a message string e.g. char msg[] = “secret message to encode”; Replace all occurrences of ‘a’ with ‘q’ (since perm[0]=’q’) Replace all occurrences of ‘b’ with ‘j’ (since perm[1]=’j’) Replace all occurrences of ‘z’ with ‘w’ (since perm[25]=’w’)So that, the message is modified to “bicyik fibbqai km ixcmzi” This programme should only convert lowercase letters. Any input character that is not a lowercase letter should be left unchanged.Encryption is commonly used to disguise messageson the internet. A Caesar cipher performs a shift ofall of the characters in a string (based on their ASCIIvalues, see Table 2.1), e.g.h e l l o → m j q q tThe example shows a shift with a distance of 5characters, i.e. h(ASCII:104) → m(ASCII:109)Write a C/C++ program that asks the user to input aline of plaintext and the distance value and outputsan encrypted text using a Caesar cipher, with theASCII values range from 0 through 127. Useunderscores (ASCII: 95) to represent spacecharacters.Underscore characters should not be encrypted,and any character that is encrypted may notbecome an underscore. In this case, the charactershould be changed to the next character in theASCII table.The program should work for any printablecharacters.NB: No strings (datatype) or library functions maybe used.See Figure 2.1 for example output.If f(n) is the number of times that y=y+A[i]; is executed in the code segment below, which of the following is the correct big-Oh notation for f? y=0;for(j=0;j<n;j++) { i=n; while(i>0) { y=y+A[i]; i=floor(i/2); }} Group of answer choices O(n2‘) O(n) O(2n) O(nlog2n)
- The concatenation of strings s1 and s2, written s1+s2, modifies s1 by appending string s2 to it. Select one: True FalseConvert the following infix expression into postfix notation. (A*B+(C/D))-F (A+B)*C/ A*B+(C/D) Evaluate following prefix expressions /-AB*+DEF *^+A/BD-EFG /*-AB/DE**FGH Where, A=1, B=2, C=3, D=4, E=2, F=2, G=4, H=3Convert the following string from INFIX to PREFIX: (A+B)^(C-D^E) + (F+G)/H* +^+AB-C^DE / +FGH +AB^-C^DE / +FGH AB+CDE^- ^ FG+H/+ AB+CDE^- ^ +FGH/ (AB)+CDE^- ^ (FGH)+/
- Using Python PLY implement the RE to DFA conversion algorithm. Once the DFA is constructed, prompt the user for input strings and report "MATCH" if the string is accepted by the DFA and "NO MATCH" otherwise. Needs to take an input string. RENode.py, RELexer.py, REParser.py, RE.pyTrue or false set{(x,x2):x∈Z}canbeseeasafunctionZ→Q. set{(x2,x):x∈Z}canbeseeasafunctionZ→Q.z1 and z2 are integers and z1 < z2.Which of the below finds the sum of all numbers from z1 to z2 (both inclusive)? Lütfen birini seçin: a.n = z1 sum = 0 while n <= z2: sum += n b.n = z1 sum = 0 while n <= z2: sum += n n += 1 c.n = z1 while n <= z2: sum += n n += 1 d.n = 1 sum = 0 while n <= z2: sum += n n += 1 e.n = z1 sum = 0 while n < z2: sum += n n += 1
- z1 and z2 are integers and z1 < z2.Which of the below finds the sum of all numbers from z1 to z2 (both inclusive)? Lütfen birini seçin: a.n = z1 sum = 0 while n <= z2: sum += n b.n = z1 sum = 0 while n <= z2: sum += n n += 1 c.n = z1 while n <= z2: sum += n n += 1 d.n = 1 sum = 0 while n <= z2: sum += n n += 1 e.n = z1 sum = 0 while n < z2: sum += n n += 1 can u help me ?)Write script program if this function such that x0=2 n=( 4 8 16 20)A list of positive and negative numbers are in A2 through A400, and the square root of the absolute value is needed for each cell. Which function typed into B2 and copied through B400 will provide this information? a. =A2^(1/2) b. =SQRT(A2) c. =SQRT(ABS(A$2)) d. =SQRT(ABS(A2))