
Convert a decimal number to binary by dividing by two and recording remainders, then reading from bottom to top, noting the most and least significant digits and their impact.
Learn how the hexadecimal system uses base 16, with digits 0–9 and A–F, and practice converting decimal numbers like 114 and 1023 to hex through division by 16 and verification.
Compute the ones complement of a binary number by flipping each digit, turning 0 into 1 and 1 into 0. The method is illustrated with examples A and B.
Explore the associative, distributive, and commutative properties with examples of grouping sums and grouped multiplication to reinforce core algebra for digital circuit design.
Demonstrate the and laws: A and 0 yields 0, and A and 1 yields A. Show that A and A equals A, and A complement equals 0.
This course is designed and formulated to help students understand, solve and design digital logic circuits.Taking this course will give the students an insight on the logic that forms the backbone to 21st century technology.This course has detailed lectures that not only define or describe logic gates but also examples and problems where you get to learn the real life implementation and working of the logic gates.
This course also has a tons of quizzes,assignments and cheat sheet to help you brush your concepts thoroughly and prepare you for any related examinations.
You'll learn
1.Base system concepts
2.Base conversions
3.Binary logic
4.Logic gates
5.Boolean algebra
6.Derived logic gates
7.Applications of Boolean algebra
8.K maps
And much more !