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A minivan has two sliding doors. Each door can be opened by cither a dashboard switch, its inside handle, or its outside handle. However, the inside handles do not work if a child lock switch is activated. In order for the sliding doors to open, the gear shift must be in park, and the master unlock switch must be activated. (This book's author is the long-suffering owner of just such a vehicle.) Your task is to simulate a portion of the control software for the vchicle. The input is a sequence of values for the switches and the gear shift, in the following order: \- Dashboard switches for left and right sliding door, child lock, and master unlock (O for off or 1 for activated) \- Inside and outside handles on the left and right sliding doors (O or 1) A the gear shift setting (one of P N D \(123 \mathrm{R}\) ). Print "left door opens" and/or "right door opens" as appropriate. If neither door opens, print "both doors stay closed".

Short Answer

Expert verified
Evaluate gear, master unlock, and handle conditions to decide which door opens.

Step by step solution

01

Understanding the Input Variables

There are a total of eight input variables. Four of these are switch states: Dashboard switches for each door, a child lock switch, and a master unlock switch. Each of these can be either 0 (off) or 1 (activated). Next, there are two indoor handles and two outdoor handles for the left and right doors, which can also be 0 (off) or 1 (activated). Lastly, there's the gear shift position, which can be P (Park), N (Neutral), D (Drive), or one of the numbers 1, 2, 3, or R (Reverse).
02

Check Preconditions for Door Opening

The doors can only open if the gear shift is set to 'P' (Park) and the master unlock switch is activated (1). Thus, our first check is on these two conditions. If gear != 'P' or master unlock == 0, print 'both doors stay closed' and end the process.
03

Evaluate Conditions for Left Door

Assuming preconditions are met, evaluate the left door conditions: - The left door opens if the dashboard switch for the left door is activated (1) OR the outside handle is used (1). - Additionally, the inside handle can open the door only if it is activated (1) and the child lock is deactivated (0).
04

Evaluate Conditions for Right Door

Similarly, for the right door: - The right door opens if the dashboard switch for the right door is activated (1) OR the outside handle is used (1). - Additionally, the inside handle can open the door only if it is activated (1) and the child lock is deactivated (0).
05

Evaluate Which Doors Open

If the left door conditions match any criteria to open, print 'left door opens'. For the right door conditions, if they match, print 'right door opens'. If neither of the doors meets the open criteria based on the input sequence, print 'both doors stay closed'.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Conditional Statements
Conditional statements are a fundamental part of programming, helping us make decisions within our code based on different inputs. In the context of the minivan door control system, conditional statements determine under what circumstances the sliding doors will open. The core idea is to check various conditions:
  • Gear shift status: Is the car in Park (P)?
  • Master unlock switch: Is it activated (1)?
  • Door dashboard switch: Is it on for the specific door?
  • Handles: Are either the inside or outside handles used?
These conditions are evaluated in sequence using 'if-else' structures. If the combined conditions indicate that a door should open, an appropriate action is taken - like printing "left door opens". Otherwise, it prints "both doors stay closed", indicating none can open. At its core, each decision directs the flow of the program and determines which code executes next based on the current state of the input variables.
Boolean Logic
Boolean logic is crucial in control structures as it helps you handle multiple conditions at once. In our minivan scenario, the use of Boolean logic lets us evaluate complex conditions in a clear and structured way. For instance, checking if the gear is in parking 'P' **and** the master unlock switch is active requires the AND logic. This means both conditions must be true for the statement to proceed. Similarly, when determining if a particular door should open, we might use the OR logic to allow either the dashboard switch or external handle to signal for the opening. A key aspect of Boolean logic is its simplicity – conditions are either true or false, on or off. Boolean expressions are often created using operators such as AND, OR, and NOT. This allows the simulation to efficiently evaluate the combination of multiple conditions simultaneously, ensuring only valid actions are triggered.
Input Handling
Effective input handling is essential in any software that interacts with external signals or sensors, like our minivan door system. The program needs to accurately interpret all incoming signals and execute the proper actions as defined by the logic. In this instance, the input variables are received in a specific sequence:
  • Dashboard switch states for each door.
  • Child lock settings.
  • Master unlock status.
  • States of the inside and outside handles for both doors.
  • Gear shift position.
Handling these inputs means reading them correctly, validating them to ensure they match expected types and values, and then processing them using conditional and Boolean logic. Properly handling these inputs minimizes errors and ensures the doors respond promptly and as expected, providing an overall reliable experience to users.
Software Simulation
Software simulation is a powerful tool for testing and validating control systems like the minivan's doorway logic, without necessitating the physical presence of the hardware. By simulating hardware controls and responses, developers can predict how the system will react to various inputs without running any risk of mechanical failure or user discomfort. Simulations can model different scenarios, allowing developers to test edge cases thoroughly. In this instance, the software mimics the conditions under which the doors might open or remain closed, providing valuable feedback whether the timing or conditions for opening are legitimate. Using a simulation, you can quickly iterate on your design, fine-tuning the logic, and ensuring the real-world implementation will be both robust and safe.

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Most popular questions from this chapter

The average person can jump off the ground with a velocity of \(7 \mathrm{mph}\) without fear of leaving the planet. However, if an astronaut jumps with this velocity while standing on Halley's Comet, will the astronaut ever come back down? Create a program that allows the user to input a launch velocity (in mph) from the surface of Halley's Comet and determine whether a jumper will return to the surface. If not, the program should calculate how much more massive the comet must be in order to retum the jumper to the surface. Hint: Escape velocity is \(v_{\text {ecape }}=\sqrt{2 \frac{G M}{R}}\), where \(G=6.67 \times 10^{-11} \mathrm{Nm}^{2} / \mathrm{kg}^{2}\) is the gravitational constant, \(M\) is the mass of the heavenly body, and \(R\) is its radius. Halley's comet has a mass of \(2.2 \times 10^{14} \mathrm{~kg}\) and a diameter of \(9.4 \mathrm{~km}\).

Find the errors in the following if statements. a. if \(x>0\) then print \((x)\) b. If \(1+x>x\) as \(\operatorname{serct}(2):\) \(y=y+x\) c. if \(x=1:\) \(y+=1\) d. XStr = input("Enter an integer value") \(x=\operatorname{int}(x S t r)\) if \(x\) Str. isdigito : sum \(=\) sum \(+x\) else : print("Bad input for \(\left.x^{*}\right)\) e. TetterCrade = "F" if grade \(>=90\) : letterGrade \(={ }^{3} \mathbf{A}^{*}\) if grade \(>=80:\) TetterGrade \(={ }^{3} \mathrm{~B}^{*}\) if grade \(x=70\); lettercrade = "C" if grade \(>-60:\) letterGrade = "d"

Give an example of an if/elif/else sequence where the order of the tests does not matter. Give an example where the order of the tests matters.

The following algorithm yields the season (Spring, Summer, Fall, or Winter) for a given month and day. If moxth is 1,2, or 3, season \(=\) "Winter" Fle if month is 4,5, or 6 , season \(=\) "Spring" Flse if month is 7, 8 , or 9, season \(=\) "Summer" Flae if month is 10,11 , or 12 seascn - "Fall If wonth is divisale by 3 and day \(=21\) If season is "Winter", season = "Sprimg" floe if stason is "Sprimo", season " "Summer" Else if season is "Summer", stason " "Fall" Flae season - "Winter" Write a program that prompts the user for a month and day and then prints the season, as determined by this algorithm.

Writc a program that reads in two floating-point numbers and tests whether they are the same up to two decimal places. Here are two sample runs. Enter a floating-point nunber; \(2.0\) Enter a floating-point nurber; \(1.99998\) They are the sare up to two decimal places. Enter a floating-point nunber: \(2.0\) Enter a floating-point nunber: \(1.98999\) They are different.

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