1
Number Bases, Decimal, Binary, Hexadecimal, Octal - Discrete Mathematics
4:23
2
Convert Integer to Binary, Euclidean Division Theorem - Discrete Mathematics
3:33
3
Convert Integer to Octal, Euclidean Division Theorem - Discrete Mathematics
1:54
4
Convert Integer to Hexadecimal, Euclidean Division Theorem - Discrete Mathematics
2:01
5
Convert Non-Integer to Binary, Repeating Digits - Discrete Mathematics
3:44
6
Convert Non-Integer to Binary - Discrete Mathematics
1:22
7
Convert Non-Integer to Hexadecimal - Discrete Mathematics
1:11
8
Convert Hexadecimal to Binary and Octal - Discrete Mathematics
2:35
9
Adding Binary Numbers - Discrete Mathematics
1:50
10
Adding Hexadecimal Numbers - Discrete Mathematics
1:06
11
Subtracting Binary Numbers - Discrete Mathematics
2:05
12
Subtracting Hexadecimal Numbers - Discrete Mathematics
1:14
13
Multiplying Binary Numbers - Discrete Mathematics
2:13
14
Multiplying Hexadecimal Numbers - Discrete Mathematics
2:24
15
Dividing Binary Numbers - Discrete Mathematics
1:57
16
Dividing Hexadecimal Numbers - Discrete Mathematics
1:50
17
Ten's Complement, Subtraction - Discrete Mathematics
2:57
18
Two's Complement, Binary Subtraction - Discrete Mathematics
3:09
19
Two's Complement, Represent Negative Binary Numbers - Discrete Mathematics
6:04
Normalised Scientific Notation - Discrete Mathematics
1:36
21
Real Numbers, IEEE754 Floating Point Standard - Discrete Mathematics
4:07
22
Real Numbers, IEEE754 Floating Point Standard, Example - Discrete Mathematics
2:49
23
Algorithms, Pseudocode - Discrete Mathematics
3:38
24
Horner's Method, Evaluating Polynomials - Discrete Mathematics
5:47
25
Collision Detection, Games, Computer Graphics - Discrete Mathematics
5:04
26
Encryption Algorithm, Cryptography, Caesar Cipher - Discrete Mathematics
4:30
27
Lottery Algorithm, Binomial Theorem - Discrete Mathematics
5:01
28
Sigma Notation, Iteration and Recursion - Discrete Mathematics
3:44
29
Geometric Series, Iteration and Recursion - Discrete Mathematics
2:17
30
Arithmetic Series, Iteration and Recursion - Discrete Mathematics
4:23
31
Fibonacci Sequence, Iteration - Discrete Mathematics
3:47
32
Recursion, Fibonacci Sequence - Discrete Mathematics
2:03
33
Recursion, Factorial, Recurrence Relation - Discrete Mathematics
2:40
34
Recurrence Relations, Standard Form, Properties - Discrete Mathematics
4:47
35
Recurrence Relations, 1st Order, Homogeneous, Solution - Discrete Mathematics
2:32
36
Recurrence Relations, 2nd Order, Homogeneous, Solution - Discrete Mathematics
5:19
37
Fibonacci Recurrence Relation, Solution, Example - Discrete Mathematics
3:31
38
Recurrence Relation, 2nd Order, Solution, Example - Discrete Mathematics
3:03
39
Non-Homogeneous 2nd Order Recurrence Relations, General Solution - Discrete Mathematics
2:34
40
Non-Homogeneous 2nd Order Recurrence Relations, Solution, Special Cases - Discrete Mathematics
2:11
41
2nd Order Non-Homogeneous Recurrence Relations, Example - Discrete Mathematics
6:49
42
2nd Order Non-Homogeneous Recurrence Relations, Example - Discrete Mathematics
6:18
43
Computational Complexity, Introduction - Discrete Mathematics
4:20
44
Big O, Informal Definition - Discrete Mathematics
1:47
45
Comparing Growth Rates, Logarithms - Discrete Mathematics
2:27
46
Typical Growth Rates, log(N), N, Nlog(N), N^2, 2^N, N! - Discrete Mathematics
3:00
47
Big O, O(f(N)), Formal Definition - Discrete Mathematics
2:20
48
Big O, O(f(N)), Formal Definition, Examples - Discrete Mathematics
2:32
49
Big O, Lazy C Approach, Example - Discrete Mathematics
2:43
50
Triangle Inequality, Refine Big O Calculations - Discrete Mathematics
2:40
51
Big O Inequality, Different Constants c and n0 - Discrete Mathematics
1:45
52
Big O, Refined Calculation, Large N - Discrete Mathematics
2:33
53
Big O, Refined Calculation, Example - Discrete Mathematics
2:37
54
Bubble Sort, Big O, O(N^2), Analysis of Algorithms - Discrete Mathematics
4:19
55
Bubble Sort, Big O, O(N^2), Recurrence Relation - Discrete Mathematics
5:48
56
Merge Sort, Algorithm Analysis, Big O, O(nlogn) - Discrete Mathematics
15:40
57
Binary Search Algorithm, Analysis, Big O, O(logn) - Discrete Mathematics
6:45
58
Binary Search, Analysis, Big O, O(logn), Recurrence Relation - Discrete Mathematics
5:42
59
Multiplication Rule for Counting - Discrete Mathematics
1:36
60
Multiplication Rule for Counting, Examples - Discrete Mathematics
3:35
61
Addition Rule for Counting - Discrete Mathematics
1:36
62
Addition and Multiplication Rules for Counting, Example - Discrete Mathematics
3:56
63
Inclusion-Exclusion Principle - Discrete Mathematics
1:22
64
Inclusion Exclusion Principle, Example - Discrete Mathematics
1:17
65
Permutations - Discrete Mathematics
2:25
66
r-permutation - Discrete Mathematics
4:09
67
r-permutation, Examples - Discrete Mathematics
3:20
68
Permutations Vs Combinations - Discrete Mathematics
5:25
69
Combinations, Examples - Discrete Mathematics
4:23
70
Combinations, Multiple Categories - Discrete Mathematics
5:03
71
Combinations, Multiple Categories, Examples - Discrete Mathematics
2:38
72
Binomial Theorem - Discrete Mathematics
4:59
73
Lexicographic Ordering - Discrete Mathematics
5:34
74
Cartesian Product of Sets - Discrete Mathematics
1:43
75
Functions - Discrete Mathematics
2:07
76
Binary Operations - Discrete Mathematics
3:38
77
Boolean Algebra, Truth Tables, Axioms - Discrete Mathematics
6:22
78
Boolean Algebra, Power of a Set, Example - Discrete Mathematics
5:06
79
Boolean Algebra, Switching Circuits, Example - Discrete Mathematics
3:48
80
de Morgan's Laws, Dual Boolean Expressions - Discrete Mathematics
3:08
81
Equivalence of Boolean Expressions - Discrete Mathematics
3:08
82
Voting Machine, Boolean Algebra, Example - Discrete Mathematics
5:59
83
Minterm, Disjunctive Normal Form - Discrete Mathematics
4:02
84
Karnaugh Maps, K-Map - Discrete Mathematics
7:26
85
Karnaugh Maps, K-Map, Example - Discrete Mathematics
3:51
86
Karnaugh Map Algorithm, Minimal Boolean Expression - Discrete Mathematics
3:40
87
Don't Care Karnaugh Maps - Discrete Mathematics
4:14
88
Logic Statements, Symbols - Discrete Mathematics
5:43
89
Logic Circuits, Logic Gates - Discrete Mathematics
7:20
90
How a Breadboard Works, Logic Gates, Basic Electronics - Discrete Mathematics
5:07
91
NOT Gate, Logic Circuits, Digital Electronics - Discrete Mathematics
7:32
92
AND Gate, Logic Circuits, Boolean Algebra - Discrete Mathematics
5:28
93
XOR Gate, Logic Circuit Diagram, Truth Table, Digital Electronics - Discrete Mathematics
10:53
94
Half Adder, Logic Circuit, Karnaugh Map, Truth Table, Digital Electronics - Discrete Mathematics
6:41
95
Full Adder, Logic Circuit Diagram, Truth Table, Digital Electronics - Discrete Mathematics
18:08
96
2-Bit Adder, Logic Circuits, Digital Electronics - Discrete Mathematics
10:25
97
4-Bit Ripple Carry Adder, Logic Circuit - Discrete Mathematics
10:25
98
Two's Complement, Binary Numbers, Logic Circuit - Discrete Mathematics
12:13
99
4-bit Full Subtractor Circuit, IC 7483, Truth Table - Discrete Mathematics
10:58

Normalised Scientific Notation - Discrete Mathematics

1 year ago
4

This Discrete Mathematics video explains how real numbers can be represented using normalised scientific notation, which is useful for understanding how real numbers are stored in computer memory.

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