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fibonacci
fibonacci series
Last Update: 2019-12-16
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fibonacci series
ફિબોનાકી શ્રેણી
Last Update: 2014-08-27
Usage Frequency: 1
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fibonacci series example
ફિબોનાકી શ્રેણીનું ઉદાહરણ
Last Update: 2018-09-10
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(laughter) fibonacci! of course.
(હસવું) ફિબોનાકી! ખરેખર.
Last Update: 2020-12-03
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in terms of applications, fibonacci numbers appear in nature surprisingly often.
એપ્લિકેશન ના રૂપમાં, પ્રકૃતિમાં ફિબોનાકી આંકડાઓ દેખાય છે આશ્ચર્યજનક રીતે વારંવાર.
Last Update: 2020-12-03
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suppose you wanted to look at adding the squares of the first few fibonacci numbers.
ધારો કે તમે જોવા માગો છો થોડા શરૂઆતી ફિબોનાકી સંખ્યા ના વર્ગનો સરવાળો.
Last Update: 2020-12-03
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in fact, there are many more applications of fibonacci numbers, but what i find most inspirational about them are the beautiful number patterns they display.
હકીકતમાં, ફિબોનાકી સંખ્યાની ઘણી બધી એપ્લીકેશન છે, પરંતુ મેં તેમાંથી સૌથી પ્રેરણાદાયી સંખ્યા જોવામાં ખુબજ સુંદર છે
Last Update: 2020-12-03
Usage Frequency: 1
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now, it's no surprise that when you add consecutive fibonacci numbers, you get the next fibonacci number. right?
હવે, કોઈ જ નવાઈ નથી કે તમે ક્રમિક ફિબોનાકી સંખ્યાને ઉમેરો છો, અને તમે આગળની ફિબોનાકી સંખ્યા મેળવો છો.
Last Update: 2020-12-03
Usage Frequency: 1
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sequence of numbers in which 1 appears twice as the first two numbers, and every subsequent number is the sum of two preceding numbers: 1, 1, 2, 3, 5, 8, 13 ... and so on. as it continues, the ratio between any number and its successor approaches the ratio of golden section (1:1.618). discovered around 1202 by the italian mathematician fibonacci (circa 1175-1250), it displays unique mathematical properties that make it useful in fields as diverse as astronomy (distances between planets and the sun, and the shape of galactic spirals), botany (growth patterns of plants and trees), and financial markets (price movements of securities).
ફિબોનાકી
Last Update: 2015-07-06
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