Concept

Negative number

Related lectures (18)

Covers the binary representation of integers, including positive and negative numbers.

Covers the binary number system, limited size binary numbers, signed numbers, and hexadecimal representation.

Covers binary representation, two's complement, overflow detection, and operations in MIPS for computer arithmetic with integers.

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Order of Operations: Unnecessary Parentheses

Discusses the significance of moving parentheses before calculations and the rules for simplifying expressions and prioritizing operations.

Powers, Roots, etc.: Calculation Rules

Covers the rules of calculation for powers, roots, and more, focusing on positive numbers and integers.

Representation of Negative Integers: Covered Domain of Negative Integers

Covers the representation of negative integers and the difference between signed and unsigned integer representation in C++.

Binary Numbers and Bit Fields

Introduces binary numbers, modular arithmetic, signed numbers, and character encoding in C.

Temporal Complexity: Concrete Example

Explores temporal complexity through a concrete example with positive and negative integers.

Number Systems: Fixed and Floating Point Representations

Discusses fixed-point and floating-point number representations in digital systems, highlighting their structures, advantages, and applications in computing.

Information Representation: Negative Integers

Explores the representation of negative integers using Two's Complement and practical examples for efficient calculations.

Python Functions: Basics and Arguments

Covers the basics of writing functions in Python and working with function arguments.

Review of Significant Figures

Covers the review of significant figures and their importance in error estimation.

Inequality in Real Numbers

Explores the equivalence of inequalities to determine the least upper bound of a set.

Function Composition and Integers

Covers function composition and integers, including properties and examples.

Proofs and Sets: Applications

Covers the basics of proofs, defining sets, and applications between sets.

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