Perform action A when condition q1 is true, but not q2; otherwise, perform action B.
Perform action A when condition q1 is true, but not q2; otherwise, perform action B.
Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
Problem 1PE
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Consider the following statement:
Perform action A when condition q1 is true, but not q2; otherwise, perform action B.
Select the flowchart that corresponds to the statement.
Select one:

Transcribed Image Text:**Decision Making Flowcharts in Programming**
Understanding decision making in programming is crucial for coding efficiently. Below are various flowcharts that illustrate decision-making processes using conditional statements. Each diagram showcases different paths based on boolean conditions.
**a.**
1. **q1 Condition:**
- If `q1` is `true`: the flow proceeds to action B.
- If `q1` is `false`: the flow moves to the next condition, `q2`.
2. **q2 Condition:**
- If `q2` is `true`: the flow proceeds to action A.
- If `q2` is `false`: the flow proceeds to action B.
**b.**
1. **q1 Condition:**
- If `q1` is `true`: the flow proceeds to action B.
- If `q1` is `false`: the flow moves to the next condition, `q2`.
2. **q2 Condition:**
- If `q2` is `true`: the flow proceeds to action A.
- If `q2` is `false`: the flow proceeds to action B.
**c.**
1. **q1 Condition:**
- If `q1` is `true`: the flow goes to the next condition, `q2`.
- If `q1` is `false`: the flow proceeds to action B.
2. **q2 Condition:**
- If `q2` is `true`: the flow proceeds to action A.
- If `q2` is `false`: the flow proceeds to action B.
**d.**
1. **q1 Condition:**
- If `q1` is `true`: the flow moves to the next condition, `q2`.
- If `q1` is `false`: the flow proceeds to action B.
2. **q2 Condition:**
- If `q2` is `true`: the flow proceeds to action B.
- If `q2` is `false`: the flow proceeds to action A.
These diagrams are representative of how conditional statements function in programming. The condition (`q1`, `q2`, etc.) is evaluated, determining the flow of the program based on whether the condition evaluates to `true` or `false`. Understanding these fundamental concepts is critical in developing algorithms and solving problems programmatically.
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