ITO from is 13 divisible by Watch Video

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⏲ Duration: 1 min 75 sec
✓ Published: 20-Dec-2014
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ITO for pianonnITO for piano, composed by Alessio Silvestrin and performed by the pianist Ken'ichi Nakagawa, elaborates 2 scales, each conceived as a concatenation of 5 asymmetric trichords a total of 15 notes combined to the Fibonacci sequence. These scales are designed as segments of the piano keyboard divided into distinct sections. The collected groups of selected notes through the Fibonacci sequence apply serial systems related to different parameters such as pitches, durations and dynamics

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this video will tell us about the test of divisibility by 1,2,3,4,5,6,7,8,9,10,11 and 12 without actual division by just observing the numbers. It will also tell us about the common factors and common multiples by finding the factors and multiples of the given numbers. ( factors of a numbers are finite whereas multiples of a numbers are infinite )nAssignment - Exercise 3.3and Exercise 3.4 nLast date of assignment submission - 13th June, 2020nPhone number - 7005394375 / 8731890844nWhats app
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