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Given three numbers from user input, decrement the first number by 1 and increment the third
number by 2, Then do the magic calculations as follows: get the sum of the first two numbers,
deduct the third number from the second and get the product of the first and third number, then sum
up the results of the three magic calculations and finally divide you outcome by 3.
Sample run 1:
Enter three numbers separated by spaces: 4 2 3
Output: Result of Magic calculations = 5
Sample run 2:
Enter three numbers separated by spaces: 2 8 5
Output: Result of Magic calculations = 5
a) Write an Pseudocode to solve the above problem
b) Create a flowchart for the above pseudocode
c) With the help of both your Pseudocode and Flowchart, create a Java program that solves the
program as per the given sample out puts and problem description

Roll the Dice, where each dice has from 1 to 6 dots on each side. Two dice will be rolled. Use the random function to generate a random integer between the beginning and ending range of dot possibilities.

Your program should generate a random number. Then display a message to prompt a player to enter his/her name and then guess the number. They have 5 chances to get the number correct. If they guess the right one, display to them that they guessed the correct number in the number of guesses. If they did not guess itin 5 attempts, display a message telling them they were not successful in guessing the correct number and tell them which number it was. Allow the player to play again.


given Java code within the link, figure out how it works. 

The code is already written. You need to fix the code so it accepts *,/ and ^ operations

need to add multiplication, addition, and power


https://drive.google.com/file/d/1NoVc1HNT9kPNJhnFg0x2V44tak9C0x4c/view?usp=sharing


Modify the code following grammar. 

<expr> -> <te rm> { <add op> <exPr>} 

<te rm> -> <factor> { mult opp> <Term> } 

<factor> -> <primary> <factor> I <primary> 

<primary> -> .(. <expr> .) ' ) <factor> I identifier I number 

<add op>  -> '+' I ' - '

<mult op>  -> ' * ' I ' / ' I %

Make sure your solution works correctly for exponents (and left associativity) for example: 

4^2 = 16 and 2^3^2 = 512 



Let Q denote the number of times a printer in a local library will run out of paper: 0, 1, 2, or 3 times in a given day. Let R denote the number of times the circulation desk clerk is called away from the desk. Their joint probability distribution is given in the “Joint Probability” worksheet labeled “Joint Probability” in the Excel file.

 

Find P(R = 2 | Q = 2). Give your answer to 3 decimal places.



A customer makes a purchase at the store. The tax rate is 8% on all purchases


except groceries. The store offers a 5% discount to seniors 60 and over. You


should ask the user three questions: what they have bought (use a menu


displaying bread, milk, or soap), what the purchase price is, and how old they are.


Your goal is to print a formatted invoice with the following line items: price, tax,


discount, and total. The discount should only be printed if applicable.


You should test your program with 5 data sets: with and without tax and with and


without the senior discount. The fifth data set makes an invalid choice of the


menu item, in which case your program should not ask any more questions and


output an error message.



Create a class employee which stores name, id and salary of an employee. Derive two [5]

classes ‘regular’ and ‘part-time’ from it. The class ‘regular’ stores TA, DA and grade-pay

and class ‘part-time‘ stores number of hours and pay-per-hour for an employee. Display

all the information for a regular and a part-time employee, using the concept of virtual

function.


For the program given below, write statements to call display function from base and

derived class in main.

class base

{

int x;

public:

base (int a){x=a;}

void display ( )

{ cout <<x<<"\n";}

};


class derived :public base

{ int d;

public:

derived (int a, int b): base (a)

{ d=b; }

void display ( )

{cout <<d;}

};


int main ( )

{ derived D(10,20);

return 0;

}


Two brackets are considered to be a matched pair if an opening bracket (i.e., (, [, or { ) occurs to the left of a closing bracket (i.e., ), ], or }) of the exact same type. There are three types of matched pairs of brackets: [], {}, and (). A matching pair of brackets is not balanced if the set of brackets are not matched. 


Write a program to determine whether the input sequence of brackets is balanced or not. If a string is balanced, it prints YES on a new line; otherwise, print NO on a new line. 

Example: 

Input: {[()]} and Output: YES

Input: {[(])} and Output: NO



Write a program to convert an infix expression into its equivalent prefix notation.


Write a program to convert an infix expression into its equivalent postfix notation


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