What is the truth assignment given to the boolean expression, given the variable initializations, when evaluated in C++: int x = 12; int y = 34; int z = 18; (5 - x <= 2* y) && (y - 15 >= z) || (x-5 != y - 2 *z) True O False
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C++
((5-x<=2*y)&&(y-15>=z)||(x-5!=y-2*z)); this will return True.
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- I want the solution that setups midnight time to 0, and then compare to that to get difference for other times. Can I please have the answer in C++ language 4.7: Time Machine Your time machine is capable of going forward in time up to 24 hours. The machine is configured to jump ahead in minutes. To enter the proper number of minutes into your machine, you would like a program that can take a start time (in hours, minutes, and a Boolean indicating AM or PM) and a future time (in hours, minutes, and a Boolean indicating AM or PM) and calculate the difference in minutes between the start and future time. A time is specified in your program with three variables: int hours, minutes; bool isAM; // You can also use a char, i.e. A or P for example, to represent 11:50 PM, you would store: hours = 11,minutes = 50, isAM = false or if using a char, hours = 11,minutes = 50, isAM = 'A' This means that you need six variables to store a start and future time. Write a program that allows the user to…Write a C++ program to do the following:1) read three marks .2) compute the average.3) find the ranking according to the following cases :avg<35 or avg > 100 → Error35<= avg <= 49→ Fail50<= avg <= 67→ Accepted68<= avg <= 75→ Good76<= avg <= 84 → Very Good85<= avg <= 100 → ExcellentConsider the following expression where (Boolean expression) represents any valid Boolean expression: True and (Boolean expression) and True This evaluates to ?
- De Morgan’s laws state that specific Boolean statements can be written in different ways with the same meaning. A group of negated ANDs is the same as a negated group of ORs (!a && !b && !c) === !(a || b || c) A group of negated ORs is the same as a negated group of ANDs (!a || !b || !c) === !(a && b && c) Which construction would you use if your programming code needed to check if at least one of a,b,c is true? Which construction would you use if your programming code needed to check that a,b,c are all true? Explain your reasoning about choosing the programming code.Write a C program using the If function to calculate the perimeter of a rectangle or a triangle based on the user preference. The program should ask the user which geometric shape to be considered and then the perimeter to be calculated. perimeter of triangle = side1 + side2 +side3 perimeter of Rectangle = 2*(length + width) Select your own valid variables. Write a C program that reads the coefficients of a linear equation as inputs to calculate the unknown variable x and prove that the equality is true
- A salesman has n things to sale. The cost price of all n things is different out of which p things he is selling on m% profit and n-p things he is going to sell on x% loss. Find his net profit or loss. Now, write a C program for the above question and also give explanation for it.I want a solution that setups 12:00am to 0, then finds the difference between start time and future time from midnight time. Can I please have the answer in C++ language 4.7: Time Machine Your time machine is capable of going forward in time up to 24 hours. The machine is configured to jump ahead in minutes. To enter the proper number of minutes into your machine, you would like a program that can take a start time (in hours, minutes, and a Boolean indicating AM or PM) and a future time (in hours, minutes, and a Boolean indicating AM or PM) and calculate the difference in minutes between the start and future time. A time is specified in your program with three variables: int hours, minutes; bool isAM; // You can also use a char, i.e. A or P for example, to represent 11:50 PM, you would store: hours = 11,minutes = 50, isAM = false or if using a char, hours = 11,minutes = 50, isAM = 'A' This means that you need six variables to store a start and future time. Write a program that allows…Write a c program that calculates the potential energy of 3 charges q1=1, q2=2, q3=3 located at points (1,2,3), (3,−4,−5), and (−4,2,−6) respectively. The units are coulombs forcharge and meters for coordinates. The energy is given by the expression; U=k(q1q2/r12+q2q3/r23+q1q3/r13) where rij is the distance between the charges qi and qj, and k= 9×109in SI units.Your program should print the result on the screen.
- Simplify the following statements. Here, b is a variable of type boolean and n is a variable of type int.Construct a formal proof of validity for the given argument below using the indicated method 1. (A ∧ B) → (∼ C → D) B∧ ∼ C ∴ A → D (use conditional proof of validity)Write a C program where you have to take 2 numerical inputs and 1 input for operator {the operator input has to be either ‘+’, ’-’, ’*’). Depending on some comparisons, you need to carry out three operations: addition ( + ), subtraction ( - ) and multiplication ( * ). Each of these operations will be implemented in separate methods. (i) If the first number is greater than the second number, do subtraction and print the result. (ii) If the first number is less than the second number, do addition and print the result. (iii) If the second number is equal to the second number, do multiplication and print the result