From eb9db073319096d8f9bbac2dcb097b5d66f2e4c8 Mon Sep 17 00:00:00 2001 From: Paul O'Hara Date: Sat, 17 Jun 2017 13:58:25 +0100 Subject: [PATCH 1/4] wgc_groundwork for Paul OHara: commit initial app.rb file on 17/06/2017 --- app.rb | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/app.rb b/app.rb index 521d3ed..9f001c6 100644 --- a/app.rb +++ b/app.rb @@ -1,8 +1,8 @@ require 'sinatra' require './lib/profile' -set :application_id, 'EDIT_ME' -set :secret, 'EDIT_ME' +set :application_id, '8edabf285482485b7c735f82e559050ffce6db2ebd877c27c25501e795c4d834' +set :secret, '34e6a6a04e2361f836270c708a70c57cc97d6191b264b18b7359e763408492b4' set :redirect_uri, 'http://localhost:4567/callback' set :site_url, 'https://wegotcoders.com' set :session_secret, 'secret' From 557197fc9d6f03885c05fdd13685babdcbca1e14 Mon Sep 17 00:00:00 2001 From: Paul O'Hara Date: Tue, 20 Jun 2017 00:08:34 +0100 Subject: [PATCH 2/4] Paul O'Hara entrance test for We Got Coders completed late 17/06/2017 through to 19/06/2017 --- primes.rb | 43 ++++++++++++- public/images/Paul_O'Hara_photo.png | Bin 0 -> 1253975 bytes public/stylesheets/main.css | 43 +++++++++++++ views/index.erb | 93 +++++++++++++++++++++++++--- 4 files changed, 170 insertions(+), 9 deletions(-) create mode 100644 public/images/Paul_O'Hara_photo.png diff --git a/primes.rb b/primes.rb index ec74770..37d8769 100644 --- a/primes.rb +++ b/primes.rb @@ -1,6 +1,45 @@ class Primes def self.sum_to(limit = 100) # TODO - add your prime number solution here... - "I'm working on it!" + # Ruby code added below by Paul O'Hara 19/07/2017 for entrance test. + # Note: I ran out of time to implement a correct algorithm to add up prime numbers. + # Instead, to show some knowledge of Ruby, I have implemented a routine to add up positive odd numbers to 100. + index = 1 + count = 0 + while index < limit + if index % 2 > 0 + count += index + end + index += 1 + end + "The sum of all positive odd numbers from 1 up to #{limit} is: #{count} " end -end \ No newline at end of file +end + + +#Code below was an attempt over 1.5 hours, on 19/07/2017, to implement an algorithm to add up prime numbers, but in hind sight I should +#have used an array to hold dividing values up to num being checked - within the inner loop - to get the code to work correctly. +# n = 0 +# m = 0 +# count = 0 +# +# while n <= limit +# +# m = n - 1 +# +# while m > 1 +# +# if m <= Math.sqrt(n) +# if n % m > 0 +# count += n +# m = 0 #break inner loop +# end +# end +# +# m -= 1 +# end +# +# n += 1 +# end +# +# puts "Final count = #{count}" \ No newline at end of file diff --git a/public/images/Paul_O'Hara_photo.png b/public/images/Paul_O'Hara_photo.png new file mode 100644 index 0000000000000000000000000000000000000000..a20ec9cdcffdb0a14d37e68226f1debf0dfe63a5 GIT binary patch literal 1253975 zcmX6^XH*l<*WLs|@4YucniNF=X$eJXB29`?0za@I(nO>up;x7g1!*Fv2#6vbf`Bv? z5D=s$bg7|-ge3d&KkqraXJ*fS*||G&=RRdpY_6NKvxu+&0Kjf;W?}~b^ru}qfQjL> 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+ + + + + +
+
+
Your profile is broken down as follows:
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  • Your photo
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  • Table of personal details
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  • Word stats
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  • Programming problems
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  • Link to Coding Academy website
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  • Edit profile option
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    +
    + + + + +
    + + + + + + + + + + + + + <% @profile.each do |field, value| %> + + + + <% end %> + +
    Your 'We Got Coders' personal information for <%= @profile["first_name"] %>
    Personal valueDetails
    <%= field %><%= value %>
    +
    +

    Stats

    - 0 words found. + + +
    click this link for words found (n.b. at present just shows number of Personal value rows in table of personal details, and not number of words in details section of table - to correct in future version). + +
    @@ -20,6 +70,11 @@ My Prime Number Solution
    + +

    Edit Profile

    @@ -28,6 +83,21 @@
    "/> + + + "/> + + "/> + + "/> + + "/> + + "/> + + + "/> +
    @@ -46,14 +116,23 @@ + \ No newline at end of file From 78b016b8289c0091d516c0ae3277d837af77db04 Mon Sep 17 00:00:00 2001 From: Paul O'Hara Date: Sat, 1 Jul 2017 16:27:46 +0100 Subject: [PATCH 3/4] We Got Coders - post coding challenge, ruby code submitted by Paul O'Hara 01/07/2017, 3rd attempt to get ruby code to identify and add up prime numbers to a specified limit --- primes.rb | 81 ++++++++++++++++++++++++++++++++++++++++++++++--------- 1 file changed, 69 insertions(+), 12 deletions(-) diff --git a/primes.rb b/primes.rb index 37d8769..0ec737a 100644 --- a/primes.rb +++ b/primes.rb @@ -1,23 +1,80 @@ class Primes - def self.sum_to(limit = 100) + def self.sum_to(limit = 20) # TODO - add your prime number solution here... - # Ruby code added below by Paul O'Hara 19/07/2017 for entrance test. - # Note: I ran out of time to implement a correct algorithm to add up prime numbers. - # Instead, to show some knowledge of Ruby, I have implemented a routine to add up positive odd numbers to 100. - index = 1 + # Ruby code added below by Paul O'Hara 01/07/2017 post "We got coders" entrance test. + # Code below was a third attempt at an algorithm to add up prime numbers. I decided that a pure algorithm approach + # would never work, and that a more precise mathematical formula - as part of my own algorithm - was needed. My first + # year university maths was now rusty, so I turned to wikipedia for a formula that would work (not a trusted academic + # source, but still useful in its own right). The algorithm below contains pseudo code from the following web source: + # https://en.wikipedia.org/wiki/Primality_test. + # + # The pseudo code from the above wiki source is as follows: + # + # function is_prime(n) + # if n ≤ 1 + # return false + # else if n ≤ 3 + # return true + # else if n mod 2 = 0 or n mod 3 = 0 + # return false + # let i ← 5 + # while i * i ≤ n + # if n mod i = 0 or n mod (i + 2) = 0 + # return false + # i ← i + 6 + # return true + # + # Hence, the ruby algorithm below implements this formula to identify and add up prime numbers - to the value determined by var limit. + # count = 0 - while index < limit - if index % 2 > 0 - count += index - end - index += 1 + num_to_check = 0 + + while num_to_check <= 20 + + is_prime = true + + if num_to_check <= 1 + is_prime = false + elsif num_to_check <= 3 + is_prime = true + elsif (((num_to_check % 2 == 0) || (num_to_check % 3 == 0)) ) + is_prime = false + else + int_var = 5 + while int_var * int_var < num_to_check + if ((num_to_check % int_var == 0) || (num_to_check % (int_var + 2) == 0)) + is_prime = false + end + num_to_check += 6 + end + end + + if is_prime + count += num_to_check + end + + num_to_check += 1 end - "The sum of all positive odd numbers from 1 up to #{limit} is: #{count} " + + return count + end end -#Code below was an attempt over 1.5 hours, on 19/07/2017, to implement an algorithm to add up prime numbers, but in hind sight I should +# Ruby code added below by Paul O'Hara 19/06/2017 for entrance test. +# Note: I ran out of time to implement a correct algorithm to add up prime numbers. +# Instead, to show some knowledge of Ruby, I have implemented a routine to add up positive odd numbers to 100. +#index = 1 +#count = 0 +#while index < limit +# if index % 2 > 0 +# count += index +# end +# index += 1 +#end + +#Code below was an attempt over 1.5 hours, on 19/06/2017, to implement an algorithm to add up prime numbers, but in hind sight I should #have used an array to hold dividing values 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