Computer Science GCES EDEXCEL
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Decomposition And Abstraction Edexcel2 主题
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Algorithms Edexcel11 主题
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Follow And Write Algorithms Edexcel
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Introduction To Programming Concepts Edexcel
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Basic Programming Concepts Edexcel
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Variables Constants And Assignments Edexcel
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Data Structures And Arrays Edexcel
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Arithmetic Relational And Logical Operations Edexcel
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Determine Outputs Of An Algorithm Edexcel
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Types Of Errors Edexcel
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Standard Sorting Algorithms Edexcel
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Standard Searching Algorithms Edexcel
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Algorithm Efficiency Edexcel
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Follow And Write Algorithms Edexcel
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Truth Tables Edexcel3 主题
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Binary Edexcel6 主题
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Data Representation Edexcel4 主题
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Data Storage And Compression Edexcel2 主题
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Hardware Edexcel5 主题
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Software Edexcel3 主题
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Programming Languages Edexcel2 主题
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Networks Edexcel7 主题
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Network Security Edexcel2 主题
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Environmental Issues Edexcel1 主题
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Ethical And Legal Issues Edexcel3 主题
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Cybersecurity Edexcel2 主题
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Develop Code Edexcel6 主题
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Constructs Edexcel4 主题
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Data Types And Data Structures Edexcel5 主题
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Operators Edexcel1 主题
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Subprograms Edexcel2 主题
Combining Boolean Operators Edexcel
Exam code:1CP2
Combining Boolean Operators
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Boolean operators can be combined to produce more complex expressions
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The combination of two or more Boolean operators forms a logic expression
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Brackets are used to clarify the order of operations
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A logic diagram is a visual representation of combinations of Boolean operators within a logic circuit
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An example would be Q = NOT(A OR B)

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In the diagram above, the inputs are represented by A and B
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P is the output of the OR gate on the left and becomes the input of the NOT gate
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Q is the final output of the logic circuit
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This is a logic diagram for the Boolean expression Q = NOT(A OR B)
Examiner Tips and Tricks
You may be asked to draw a logic circuit from a logic statement or a Boolean expression OR write the logical expression that is expressed in the logic diagram
Logic circuits will be limited to a maximum of three inputs and one output
Example of combining Boolean operators

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P = (A OR B) AND NOT C
Responses