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PART 3: PATTERNS AND NUMBERS IN NATURE AND THE WORLD || MATHEMATICS IN THE MODERN WORLD — Transcript

by WOW MATH · 687 words · 136 segments · language en · Watch on YouTube

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  1. 0:00welcome to part trina unanglaisonet and
  2. 0:02patterns and number in nature in the
  3. 0:05world
  4. 0:09patterns exhibited in the external
  5. 0:12appearances of animals the tigers
  6. 0:14looks and the hyena spot these seemingly
  7. 0:17random designs
  8. 0:19are believed to be governed by
  9. 0:21mathematical equation
  10. 0:23according to the theory of alan turin
  11. 0:25the chemical factors in the cell
  12. 0:27determine
  13. 0:28growth patterns and influence factors
  14. 0:31like
  15. 0:32hair color there are two chemical
  16. 0:34processes
  17. 0:35reaction and diffusion
  18. 0:39most recent studies alexa sub in some
  19. 0:42species
  20. 0:43group vertical stripes
  21. 0:48stripes a new model by harvard
  22. 0:51university researchers
  23. 0:52predicts that there are three variables
  24. 0:55that could affect the orientation of
  25. 0:56these stripes
  26. 0:58first the substance that amplifies the
  27. 1:01density of stripe patterns second
  28. 1:04the substance that changes one of the
  29. 1:07parameters
  30. 1:08involved in stripe formation and lastly
  31. 1:11the physical change in the direction of
  32. 1:13the origin
  33. 1:14of the stripe another is the sunflower
  34. 1:19looking at the sunflower there is a
  35. 1:21definite pattern of clockwise and
  36. 1:24counterclockwise arc of spirals
  37. 1:26extending outward from the center of the
  38. 1:29flower
  39. 1:31so the arrange the arrangement allows
  40. 1:34the sunflower seeds to occupy the
  41. 1:36flowers
  42. 1:37read in a way that maximize their access
  43. 1:40to light and necessary nutrients
  44. 1:44another the snail shell
  45. 1:48as the snails grow their shells also
  46. 1:51expand
  47. 1:53proportionally this process result in a
  48. 1:56refined spiral structure it is called as
  49. 1:59equiangular spiral so capacity
  50. 2:09another is the flower petals flowers
  51. 2:12are easily considered as things of
  52. 2:15beauty
  53. 2:16flowers with five petals are said to be
  54. 2:19the most common so del
  55. 2:26two petals three and four petals and
  56. 2:28that we called
  57. 2:29that number of petals are the fibonacci
  58. 2:32numbers concerning the discussion
  59. 2:35associated nothing lesson
  60. 2:39also the population growth mathematics
  61. 2:42used to model population growth with the
  62. 2:44formula
  63. 2:45a is equal to p times e
  64. 2:48raised to rt where a is the size of the
  65. 2:51population
  66. 2:53and p is the initial number of people
  67. 2:56r is the rate of growth so
  68. 2:59presentation given you need to convert
  69. 3:01in this decimal
  70. 3:03and t is the time and e is the universe
  71. 3:06constant with an approximately value of
  72. 3:092.718
  73. 3:11halimbawa the exponential growth model
  74. 3:16is equal to 30 times e raised to 0.02 t
  75. 3:21described the population of a city in
  76. 3:23the philippines
  77. 3:24in thousand t years after 1995
  78. 3:28ibiza began the starting year is 1995.
  79. 3:32so let's try to answer the following
  80. 3:35what was the population of the city in
  81. 3:381995
  82. 3:39what will be the population in 2017
  83. 3:42first okay kunin
  84. 3:47population in 1995 given the exponential
  85. 3:51growth
  86. 3:52since uh the starting year is 1995 so
  87. 3:57therefore young
  88. 3:58value 19 zero so this is our given
  89. 4:03so subtitling nothing in value 19.
  90. 4:07and that is zero so subtitling nothing
  91. 4:10details 0.02 times zero
  92. 4:13and any number so this is zero so any
  93. 4:16number raised to zero the answer is one
  94. 4:18one times thirty that is thirty and this
  95. 4:21is in thousand so a big sub n
  96. 4:25uh the city population in 1995 was
  97. 4:28thirty thousand
  98. 4:32okay paramaguanaman in population in
  99. 4:352017
  100. 4:36bibilanginating in 1995 hunger 2017
  101. 4:41so that is 22 ohm is subtracting
  102. 4:442017 minus 1995 the value of t
  103. 4:48is 22. so given the exponential growth
  104. 4:52so it
  105. 4:54is so that is 22 times 0.02
  106. 4:59and 22 times 0.02 is 0.44
  107. 5:03and 30 raised times e raised to 0.44
  108. 5:08and e raised to 0.44 that is 1.55271
  109. 5:13times 30
  110. 5:15so we come up 46.5813 ebig sub
  111. 5:18n the city population would be about
  112. 5:2246 46581 in
  113. 5:262017
  114. 5:29let's end this discussion with the
  115. 5:31saying do not conform to the pattern of
  116. 5:34this word
  117. 5:35but be transformed by the renewing of
  118. 5:37your mind
  119. 5:39then you will be able to test and
  120. 5:40approve what's god's
  121. 5:42will is his good pleasing and perfect
  122. 5:46will
  123. 5:49you can find me at walmart walmart2020
  124. 5:51gmail.com and you
  125. 5:53you can download the powerpoint
  126. 5:56presentation
  127. 5:57by uh copying the
  128. 6:01link to your browser parameter new
  129. 6:05presentation
  130. 6:12thank you for watching this video i hope
  131. 6:14you learned something
  132. 6:15don't forget to like subscribe and hit
  133. 6:18the bell button
  134. 6:19but updated ko for more video tutorial
  135. 6:22this is your guide in learning your mod
  136. 6:24lesson your walmart channel

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