Presentation is loading. Please wait.

Presentation is loading. Please wait.

Work booklet Mr Shum. Summarise this webpage on this slide: ict.com/gcse_computing/ocr/212_computing_hardware/binary_lo gic/miniweb/pg2.htmhttp://www.teach-

Published byKatherine Harrington Modified over 8 years ago

Similar presentations

Presentation on theme: "Work booklet Mr Shum. Summarise this webpage on this slide: ict.com/gcse_computing/ocr/212_computing_hardware/binary_lo gic/miniweb/pg2.htmhttp://www.teach-"— Presentation transcript:

1 Work booklet Mr Shum

2 Summarise this webpage on this slide: http://www.teach- ict.com/gcse_computing/ocr/212_computing_hardware/binary_lo gic/miniweb/pg2.htmhttp://www.teach- ict.com/gcse_computing/ocr/212_computing_hardware/binary_lo gic/miniweb/pg2.htm

3 1.Explain what the NOT gate is 2.Show the symbol 3.Complete the truth table AQ F T

4 1.Explain what the AND gate is 2.Show the symbol 3.Complete the truth table ABQ FF FT TF TT

5 1.Explain what the OR gate is 2.Show the symbol 3.Complete the truth table ABQ FF FT TF TT

6

7

8

9

10

11

Download ppt "Work booklet Mr Shum. Summarise this webpage on this slide: ict.com/gcse_computing/ocr/212_computing_hardware/binary_lo gic/miniweb/pg2.htmhttp://www.teach-"

Similar presentations

Logic ChAPTER 3.

Logic ChAPTER 3.
MATH 1010 3.3 Truth Tables and Equivalent Statements Judy Ahrens, 2005 Pellissippi State Technical Community College slide 1 The conditional: If p, then.

MATH Truth Tables and Equivalent Statements Judy Ahrens, 2005 Pellissippi State Technical Community College slide 1 The conditional: If p, then.
Slide 1Fig. 2.1a, p.25. Slide 2Fig. 2.1b, p.25 Slide 3Table 2.1, p.25.

Slide 1Fig. 2.1a, p.25. Slide 2Fig. 2.1b, p.25 Slide 3Table 2.1, p.25.
Types of Conditionals Geometry. The converse of a conditional statement is formed by switching the hypothesis and conclusion. p: x is prime. q: x is odd.

Types of Conditionals Geometry. The converse of a conditional statement is formed by switching the hypothesis and conclusion. p: x is prime. q: x is odd.
Slide 1Fig. 22.1, p.669. Slide 2Fig. 22.3, p.670.

Slide 1Fig. 22.1, p.669. Slide 2Fig. 22.3, p.670.
Slide 1Fig. 17.1, p.513. Slide 2Table 17.1, p.514.

Slide 1Fig. 17.1, p.513. Slide 2Table 17.1, p.514.
MAT 142 Lecture Video Series. Truth Tables Objectives Construct a truth table for a given symbolic expression. Determine if two given statements are.

MAT 142 Lecture Video Series. Truth Tables Objectives Construct a truth table for a given symbolic expression. Determine if two given statements are.
1 Section 1.2 Propositional Equivalences. 2 Equivalent Propositions Have the same truth table Can be used interchangeably For example, exclusive or and.

1 Section 1.2 Propositional Equivalences. 2 Equivalent Propositions Have the same truth table Can be used interchangeably For example, exclusive or and.
SYEN 3330 Digital SystemsJung H. Kim Chapter 2-1 1 SYEN 3330 Digital Systems Chapter 2 – Part 1.

SYEN 3330 Digital SystemsJung H. Kim Chapter SYEN 3330 Digital Systems Chapter 2 – Part 1.
The semantics of SL   Defining logical notions (validity, logical equivalence, and so forth) in terms of truth-value assignments   A truth-value assignment:

The semantics of SL   Defining logical notions (validity, logical equivalence, and so forth) in terms of truth-value assignments   A truth-value assignment:
1 times table 2 times table 3 times table 4 times table 5 times table

1 times table 2 times table 3 times table 4 times table 5 times table
Chapter 3 Introduction to Logic © 2008 Pearson Addison-Wesley. All rights reserved.

Chapter 3 Introduction to Logic © 2008 Pearson Addison-Wesley. All rights reserved.
Geometry: Logic Truth Tables!. Do Now: What is the converse, inverse, and contrapositive of the following conditional statement. If I am sleepy, then.

Geometry: Logic Truth Tables!. Do Now: What is the converse, inverse, and contrapositive of the following conditional statement. If I am sleepy, then.
Chapter 3 Introduction to Logic © 2008 Pearson Addison-Wesley. All rights reserved.

Chapter 3 Introduction to Logic © 2008 Pearson Addison-Wesley. All rights reserved.
3.2 – Truth Tables and Equivalent Statements

3.2 – Truth Tables and Equivalent Statements
Logic ChAPTER 3.

Logic ChAPTER 3.
Truth Tables (MAT 142) Truth Tables.

Truth Tables (MAT 142) Truth Tables.
Copyright 2013, 2010, 2007, Pearson, Education, Inc. Section 3.2 Truth Tables for Negation, Conjunction, and Disjunction.

Copyright 2013, 2010, 2007, Pearson, Education, Inc. Section 3.2 Truth Tables for Negation, Conjunction, and Disjunction.
AND, OR and NOT. The AND gate needs to be both on, So number wise both 1. So then you will get a 1 as you can see in the last image on the right, If 1.

AND, OR and NOT. The AND gate needs to be both on, So number wise both 1. So then you will get a 1 as you can see in the last image on the right, If 1.
Conjunctions, Disjunctions, and Negations Symbolic Logic 2/12/2001.

Conjunctions, Disjunctions, and Negations Symbolic Logic 2/12/2001.

Similar presentations

Ads by Google