Recursion is used on large problems that can be broken down into smaller, repetitive problems. It is especially implement on branches and large or complex iterative approach.
_____=random._______ #random function Tips: 1.Import random function from library. 2.Assign it in variable. 3.Print the variable. Code: import random a=random.randint(0,9) print(a) Output:
C program of Cyclic Redundancy Check Program #include <stdio.h> // shorthand for loops #define forn(i,e) for(int i = 0; i < e; i++) #define forsn(i,s,e) for(int i = s; i < e; i++) int validate_data( int len_data, int data[], int len_divisor, int divisor[]){ // Returns 1, if the data is correct // Returns 0, if the data is incorrect/corrupted. int current_bits[len_divisor]; forn(i, len_divisor) { current_bits[i] = data[i]; } // the logic is same as generating the crc. forn(i, len_data) { if (!current_bits[ 0 ]) { forn(j, len_divisor- 1 ) { current_bits[j] = current_bits[j+ 1 ]; } current_bits[len_divisor- 1 ] = data[i+len_divisor]; } else { forn(j, len_divisor) { current_bits[j] = current_bits[j]^divisor[j]; } forn(j, len_divisor- 1 ) { current_bits[j] = current_bits[j+ 1 ]; } current_bits[len_divi...
Speech recognition: Tips: 1.Open your terminal or command prompt type "pip install speechRecognition". 2.Check your internet connection. 3.Save a .wav extension recorded audio file name as "sound" in my document. 4.Then, type under below code. Code: import speech_recognition as sr AUDIO_FILE=('sound.wav') r=sr.Recognizer() with sr.AudioFile(AUDIO_FILE) as source: audio=r.record(source) try: print("audio file contain:\n"+r.recognize_google(audio)) except sr.UnknownValueError: print("Not recog") except sr.RequestError: print("Data not get") --------------------------------------------------------------------------------------------------------------------------- Thank you for visiting. Comment for response!
Recursion is used on large problems that can be broken down into smaller, repetitive problems. It is especially implement on branches and large or complex iterative approach.
ReplyDelete