Fibonacci "Beauty Ratio"

Stephanie V.
Foot to Navel: 99 cm          Navel to Top of Head: 60 cm            Ratio: 99 cm/ 60 cm= 1.65 cm
Navel to Chin: 44 cm          Chin to Top of Head: 22 cm              Ratio: 44 cm/ 22 cm= 2 cm
Knee to Navel: 54 cm         Foot to Knee: 51 cm                         Ratio: 54 cm/ 51 cm= 1.06 cm

Average: 1.570 cm

Tommy O.
Foot to Navel: 107 cm         Navel to Top of Head: 65 cm            Ratio: 107 cm/ 65 cm= 1.65 cm
Navel to Chin: 42 cm           Chin to Top of Head: 24 cm              Ratio: 42 cm/ 24 cm= 1.75 cm
Knee to Navel: 61 cm          Foot to Knee: 46 cm                         Ratio: 61 cm/ 46 cm= 1.33 cm

Average: 1.577 cm


Daniel M.
Foot to Navel: 101 cm         Navel to Top of Head: 42 cm            Ratio: 101 cm/ 42 cm= 2.40 cm
Navel to Chin: 43 cm           Chin to Top of Head: 23 cm              Ratio: 43 cm/ 23 cm= 1.87 cm
Knee to Navel: 56 cm          Foot to Knee: 50 cm                         Ratio: 56 cm/ 50 cm= 1.12 cm

Average: 1.80 cm


Leslie N.
Foot to Navel: 95 cm          Navel to Top of Head: 63 cm            Ratio: 95 cm/ 63 cm= 1.508 cm
Navel to Chin: 45 cm          Chin to Top of Head: 21 cm              Ratio: 45 cm/ 21 cm= 2.14 cm
Knee to Navel: 51 cm         Foot to Knee: 43 cm                         Ratio: 51 cm/ 43 cm= 1.186 cm

Average: 1.611 cm


Tracey P.
Foot to Navel: 100 cm        Navel to Top of Head: 62 cm            Ratio: 100 cm/ 62 cm= 1.613 cm
Navel to Chin: 40 cm          Chin to Top of Head: 23 cm              Ratio: 40 cm/ 23 cm= 1.739 cm
Knee to Navel: 54 cm         Foot to Knee: 45 cm                         Ratio: 54 cm/ 45 cm= 1.2 cm

Average: 1.517 cm

Based on these results Leslie is the most beautiful according to Fibonacci Golden Ratio. Her average was 1.611 and the Golden Ratio is 1.618. I believe this Golden Ratio means that these are the measurements at which the "perfect" human should have. We are all beautiful and come in different shapes and sizes and don't really need something like this to tell us so but if you really want to find out how beautiful your proportions are you can go ahead and measure yourself. Everyone is different and have different measurements so nobody will ever measure the same.

Fibonacci Haiku: Cory Monteith

Cory
Inspiration 
Cory Monteith 
Loved the show 
The character played was real 
He was a great person with tragdic death

http://www.parade.com/54973/shawnamalcom/cory-monteith-a-reporter-remembers-his-revealing-interview-on-addiction-struggle/

SP#5 Unit J Concept 6: Partial Fraction Decomposition With Repeated Factors

In this problem is shows you have to partial factor decomposition with repeated factors. The first picture will go step by step with explanation to very step as why a certain step is being done. The second picture will show you have to compose it back together thus proving the first part right. Be careful with how you factor, if anything is off your entire problem will be wrong. 

SP#4 Unit J Concept 5: Partial Fraction Decomposition With Distinct Factors

Pay close attention to when you FOIL because the son change can really make a difference. Distribute correctly and make sure you add the As Bs and Cs in the correct place. 

SV#5 Unit J, Concept 3-4: Solving three-variable systems with Gauss-Jordan elimination/matrices/row-echelon form/back-substitution

Be sure to actually try the problem first on your eon before doing it so that way you are able to compare the different ways you can solve it.

Unit I Concept 3-5

 Pay attention to the how i solved after plugging everything into the PERT formula