Answered: the secret number guessing game you…

EBK JAVA PROGRAMMING

8th Edition

ISBN:9781305480537

Author:FARRELL

Publisher:FARRELL

Chapter2: Using Data

Section: Chapter Questions

Problem 2GZ

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Context for question: The user inputs the secret number, then the computer guesses your secret number by randomly generating numbers. The program should automatically output if the user's secret number is higher or lower than the computer's guess. The computer can then use this information for its next random guess. Although the computer's guesses are random, think of ways to make the computer's guesses intelligent, without the computer using the secret number the user entered (that would be cheating on the part of the computer). #include #include #include int main() { int secretNumber, guess; printf("Enter Secret Number: "); scanf("%d", &secretNumber); do { guess = (rand() % 100 + 1); printf("The guess is %d", guess); if (secretNumber == guess){ printf("\nYour guess is correct. Congratulations!\n"); }else if(secretNumber > guess){ printf("\nYour secret number is higher than the guess number.\n"); }else if(secretNumber < guess){ printf("\nYour secret number is smaller than the guess number.\n"); } }while (secretNumber != guess); return 0; } Do the following REQUIRED: Modify the secret number guessing game you made in the previous task. The secret numbers must be random (hint, you can simply google "C generate random numbers"). Have more than one level. For example, the secret number for level 1 is a number between 1 and 10, the secret number for level 2 is a number between 1 and 100, the secret number for level 3 is a number between 1 and 1000, etc. The user can be given a fixed number of maximum guesses. For example, for the first level, the user has a maximum of 3 guesses. The user gets an additional 5 guesses for the second level if the user succeeds in guessing the secret number in level 1. Meaning if the user used all guesses, the user has 5 guesses in level 2, but if the user used only 1 out of the 3 guesses in level 1, the user will still have the 2 guesses from level 1 plus the 5 additional guesses for level 2 (therefore total of 7 guesses for level 2). An additional 10 guesses for level 3 will be added if the user makes it that far. Etc. The game ends when the user uses all of the user's guesses without correctly guessing the secret number, or until he succeeds in the last level.

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