Real Numbers
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- Опубліковано 6 сер 2024
- This video provides a basic introduction into real numbers. It explains how to distinguish them from imaginary numbers. It also discusses the difference between rational and irrational numbers as well as integers, natural numbers, and whole numbers. Examples include repeating and non-repeating non-terminating decimal numbers.
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Algebra For Beginners: • Algebra For Beginners ...
Rational and Irrational Numbers: • Rational and Irrationa...
Basic Math Review: • Basic Math Review
Long Division: • Long Division Made Eas...
Order of Operations: • Order of Operations - ...
How To Evaluate Algebraic Expressions: • How To Evaluate Algebr...
Percentages Made Easy: • Percentages Made Easy!
Fractions - Basic Introduction: • Fractions Basic Introd...
Real Numbers: • Real Numbers
Addition Properties: • Addition Properties - ...
Multiplication Properties: • Multiplication Propert...
Combining Like Terms: • Combining Like Terms U...
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How To Solve Linear Equations: • How To Solve Linear Eq...
How To Graph Ordered Pairs: • Graphing On The Coordi...
Distance Between Two Points: • How To Find The Distan...
Finding The Slope Given Two Points: • Finding The Slope Give...
How To Graph Linear Equations: • How To Graph Linear Eq...
Writing Linear Equations: • Writing Linear Equatio...
Linear Equations Review: • Linear Equations - Alg...
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Direct Variation - Introduction: • Direct Variation - Bas...
Plotting Inequalities on a Number Line: • How To Plot Inequaliti...
How To Solve Linear Inequalities: • How To Solve Linear In...
Solving Absolute Value Equations: • How To Solve Absolute ...
Solving Absolute Value Inequalities: • Absolute Value Inequal...
Graphing Linear Inequalities In 2 Variables: • How To Graph Linear In...
Graphing Systems of Linear Inequalities: • Graphing Systems of Li...
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Simplifying Exponents: • Simplifying Exponents ...
Negative Exponents: • Negative Exponents Exp...
Fractional Exponents: • Fractional Exponents
Exponentiation and Tetration: • Math - Addition, Multi...
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Introduction to Polynomials: • Polynomials - Classify...
Adding & Multiplying Polynomials: • Polynomials - Adding, ...
Dividing Polynomials By Monomials: • Dividing Polynomials B...
Factoring Trinomials & Polynomials: • Factoring Trinomials &...
Systems of Equations: • Solving Systems of Equ...
Solving Quadratic Equations By Factoring: • How To Solve Quadratic...
Simplifying Rational Expressions: • Simplifying Rational E...
Simplifying Radical Expressions: • Simplifying Radicals W...
Imaginary Numbers: • Imaginary Numbers - Ba...
Logarithms: • Logarithms - The Easy ...
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That example with 0.5(31), where 31 is the repeating sequence, has blowned my mind. I think this is the idea behind "the algorithm", thought in school, for writing a number with repeating decimals into a fraction.
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But how do we know if the cubic root of 8 is a whole Number or not?
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But how do we know if the cubic root of 8 is a whole Number or not?
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Wah does he mean by non repeating and non terminating
@@davidela the number patters do not repeat and it goes on forever
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But how do we know if the cubic root of 8 is a whole Number or not?
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Technically the algebraic numbers can all be written as sums, products, ratios, and/or roots of integers.
At least all solutions to 1st through 4th degree polynomial equations can be written as such.
How to change decimal to friction
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But pi can also be written as 22\7
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But numbers like 1, 2, ... are not also imaginary number? I know that a+b*i is a real number only of b=0. Or the scope of the video is to make the distinction between R ( real numbers ) and C\R ( imaginary numbers which are not real )?
Which Grade is it?is it for Grade 8 or upper levels?
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I think that pi is rational number because it is 22/7 and can be expressed as a fraction!
Friction to decimal and parentage
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0+1 approximately equals to 0.9999999999999999999
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If there are real numbers, then are there fake numbers? I want to know how to identify the imposters.
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