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Chapeter- 11 Perimeter and Area
⏲ 20 min 70 sec ✓ 30-Aug-2020
Maths-Grade-9-Chapter-2-Topic-4-Set-of-Integers-or-Integral-Numbers-Part-2
⏲ 2 min 80 sec ✓ 16-Apr-2021
M3.1 Clip
⏲ 1 min 40 sec ✓ 27-Feb-2012
Trigger-Matrix-Synth-Retrigger-Part-MaxMsp-MidiCC-Demo
⏲ 2 min 23 sec ✓ 24-Jun-2014
Python for Math Teachers:Looking Ahead
⏲ 1 min 95 sec ✓ 10-Jul-2008
2.1 Using Integers and Rational Numbers
⏲ 9 min 31 sec ✓ 24-Aug-2011
Sporadic Apéry-like numbers modulo primes Part 1
⏲ 17 min 99 sec ✓ 15-Sep-2017
1.3 - Absolute Value
⏲ 7 min 71 sec ✓ 04-Sep-2022
Sporadic Apéry-like numbers modulo primes Part 3
⏲ 2 min 7 sec ✓ 15-Sep-2017
How to generate a list of random Numbers (random integers, floating point, unique numbers, etc!)
⏲ 1 min 42 sec ✓ 29-Jan-2013
Thinking Mathematically - Numbers
⏲ 42 min 71 sec ✓ 20-Mar-2017
Discrete Mathematics: Introduction to Sets
⏲ 0 sec
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_chapeter-11-perimeter-and-area.webp "Points to remember:n- PERIMETER: Perimeter is the distance around a closed figures.n- AREA: Area is a part of plane occupied by the closed figure.nnAssignment:n-Ex 11.1(Q1,Q2,Q3,Q4,Q7)nLast date of submission: 5/09/20nnPortion for Mid-Term Examination:n- Chapter1(Integers), Chapter2(Fractions and Decimals), Chapter3(Data Handling), Chapter4(Simple Equations), Chapter9(Rational Numbers), Chapter11(Perimeter and Area)only Ex 11.1nChapter12(Algebraic Expression), Chapter13(Exponents and Powers)nnQu")
_maths-grade-9-chapter-2-topic-4-set-of-integers-or-integral-numbers-part-2.webp "Maths-Grade-9-Chapter-2-Topic-4-Set-of-Integers-or-Integral-Numbers-Part-2 from integers numbers")
_m3-1-clip.webp "M3.1 Integers and Absolute Value. This is a part of a lesson that explains negative numbers, opposite numbers, integers, and absolute value.")
_trigger-matrix-synth-retrigger-part-maxmsp-midicc-demo.webp "http://midibox.org/forums/topic/18839-ideas-for-trigger-matrix-midi-note-processing/nmsi@ztz.atnthe main Programm is called")
_python-for-math-teachers-looking-ahead.webp "A quick head first dive into operator overloading, to see how integers modulo N, so-called P-numbers in this clip, invoke the __mul__ method when multiplied.")
_2-1-using-integers-and-rational-numbers.webp "2.1 Using Integers and Rational Numbers from integers numbers")
_sporadic-apry-like-numbers-modulo-primes-part-1.webp "Amita Malik, Rutgers Experimental Mathematics Seminar, September 14th, 2017nSee part 2 at vimeo.com/233911430nSee part 3 at vimeo.com/233911703nAbstract:nAt the ICM in 1978, R. Apéry's proof of the irrationality of ζ(3) was presented. In this proof, he introduced a sequence of integers, now known as Apéry numbers. Apéry-like numbers are special integer sequences, studied by Beukers and Zagier, which are modeled after Apéry numbers. Among their remarkable properties are connections with modu")
_1-3-absolute-value.webp "In this lesson, students deepen their nunderstanding of rational numbers by nlearning about absolute value. They learn nuseful connections between absolute value nand the location of positive and negative nintegers on number lines.")
_sporadic-apry-like-numbers-modulo-primes-part-3.webp "Amita Malik, Rutgers Experimental Mathematics Seminar, September 14th, 2017nSee part 1 at vimeo.com/233910923nSee part 2 at vimeo.com/233911430nAbstract:nAt the ICM in 1978, R. Apéry's proof of the irrationality of ζ(3) was presented. In this proof, he introduced a sequence of integers, now known as Apéry numbers. Apéry-like numbers are special integer sequences, studied by Beukers and Zagier, which are modeled after Apéry numbers. Among their remarkable properties are connections with modu")
_how-to-generate-a-list-of-random-numbers-random-integers-floating-point-unique-numbers-etc.webp "How to generate a list of random Numbers (random integers, floating point, unique numbers, etc!) from integers numbers")
_thinking-mathematically-numbers.webp "A whirlwind history of numbers and operations on them, including:nNatural NumbersnIntegersnRational NumbersnReal NumbersnComplex Numbers")
_discrete-mathematics-introduction-to-sets.webp "Discrete Mathematics: Introduction to Sets from integers numbers")
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